coke-coors-jmr 4-12-14
TRANSCRIPT
Electronic copy available at: http://ssrn.com/abstract=2079840
From Coke to Coors: A Field Study of a Fat Tax and its Unintended Consequences
Brian Wansink, PhD Andrew S. Hanks, PhD
David R. Just, PhD
Cornell University
Author Information: Brian Wansink is Corresponding Author. John S. Dyson Professor of Marketing in the Charles H. Dyson School of Applied Economics and Management at Cornell University. Address: 15 Warren Hall, Ithaca, NY 14853. Phone: 607-254-6302. Fax: 607-255-9984. E-mail: [email protected]. Andrew S. Hanks [email protected]. David R. Just [email protected]. John Cawley [email protected]. Harry M. Kaiser [email protected]. Jeffery Sobal [email protected]. Elaine Wethington [email protected]. William D. Schulze [email protected]. Funding and Acknowledgments: We gratefully acknowledge financial support from the National Institutes of Health, grant 1RC1HD063370-01; the NIH played no other role in the conduct of the study. No person on the research team has received any support from the soft drink industry or the beer industry. The authors have no conflicts of interest. The Institutional Review Board approved the design of this study (Protocol ID#1110002491).
Electronic copy available at: http://ssrn.com/abstract=2079840
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From Coke to Coors: A Field Study of a Fat Tax and its Unintended Consequences
ABSTRACT
Could taxation of calorie-dense foods such as soft drinks be used to reduce obesity? This policy-
level debate curiously neglects how an understanding of consumer behavior and marketing could
offer insight to this question. To address this, a six-month field experiment was conducted in an
American city of 62,000 where half of the 113 households recruited into the study faced a 10%
tax on calorie-dense foods and beverages and half did not. The tax resulted in a short-term (1-
month) decrease in soft drink purchases, but no decrease over a 3-month or 6-month period.
Moreover, in beer-purchasing households, this tax led to increased purchases of beer. To
marketing scholars, this underscores the importance of investigating unexpected substitutions.
To public health officials and policy makers, this presents an important empirical result and more
generally points toward wide ranging contributions that marketing scholarship can make in their
decisions.
Keywords: fat tax, soda tax, behavioral economics, public policy, public health, soft drinks,
substitution, compensation, unintended consequences, calorie-dense foods, obesity
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From Coke to Coors:
A Field Study of a Fat Tax and its Unintended Consequences
Taxes on energy-dense foods have been proposed to address the growing obesity problem
(e.g. IOM, 2009; Nederkoorn et al. 2011; Brownell and Frieden, 2009; Jacobson, 2004). In the
United States, the tax that has received the most attention is a tax on sugar-sweetened beverages,
often referred to as a “soda tax” or “soft drink tax,” which has been proposed by the Institute of
Medicine (IOM), the Centers For Disease Control and Prevention (CDC) and several state and
local governments (Paterson 2008; IOM Report 2009; Roehr 2009; Rudd Report 2009; Smith,
Lin, and Lee 2010). The aim of such a tax would be to reduce calorie intake, improve diet and
health, and generate revenue that governments could use to further address obesity-related health
problems (Brownell and Frieden 2009; Duffey et al. 2010; Jacobson and Brownell 2000; Powell
and Chaloupka 2009, Smith, Lin, and Lee 2010).
These reports and the subsequent policy debates have had two curious omissions. First,
they have omitted any discussion of consumer behavior and marketing responses other that
simply assuming that if the price increases people will pay less. Indeed, no marketing or
consumer behavior research from the Journal of Marketing – or any leading marketing journals –
was cited in the reports by the IOM or by the CDC. Second, they lacked empirical evidence as to
how people would respond to a tax on food – instead relying on epidemiological models of
tobacco taxes. This tobacco-food parallel may not be accurate. In 2011, Denmark imposed a tax
on foods with 2.3% or more saturated fat (Zafar, 2011), increasing the cost of foods, such as
butter, meats, and desserts, by as much as 30%. After one year, they repealed it, claiming it did
not improve health and it hurt many small businesses because it merely led people to buy lower-
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priced food or to make a stockpiling drive to Germany – which was foreshadowed in Grether and
Holloway’s (1967) Journal of Marketing article nearly half of a century ago. The purpose of this
research is to empirically investigate the impact of a soft drink tax in a way that can introduce
both the consumer and marketing into important policy debates in this area and in other areas
such as portion sizes (Mohr, Lichtenstein, and Janiszewski 2012), advertising regulation (Parsons
and Schumacher 2012; Kolsarici and Vakratsas 2010), deceptive marketing (Tipton, Bharadwaj,
and Robertson 2009), and fast food restrictions (Dhar and Baylis 2011).
Up to this point, the two principle techniques have been used to assess the effectiveness
of a tax on sugar-sweetened beverages (SSBs). The first relies on the natural variation in current
soft drink taxes across states to identify responses in demand (Besley and Rosen,1999; Zheng
and Kaiser 2008, Fletcher, Frisvold, and Tefft 2010a). The second estimates price elasticities for
beverages and uses these elasticities to estimate responses to increases in prices of SSBs. A
complement to these two methods is a controlled field experiment. In a controlled field
experiment could more cleanly provide within- and between- subject variation, household
specific demographic information, and a semi-controlled environment where the salience of the
tax is not a concern (List 2011; List 2009; Levitt and List 2009; Harrison and List 2004).
Furthermore, if conducted over a period of time it would also provide household-level insights
related to effectiveness, substitution, and decaying impacts of a tax.
After reviewing the literature on how taxation influences demand and substitution, we
describe a controlled field experiment we conducted in three major grocery stores in a small city
(pop. 62,000) the eastern United States. In this study, 113 households in their shopper rewards
program were randomly assigned to either face a 10% tax on SSBs or to be in the control group
and their individual household purchases were recorded over a seven-month period. The results
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suggest that a tax may have a much different potential outcome than what is currently being
assumed. We hope this research will make three key contributions. First, it offers important
empirical results for the policy debate. Second, it underscores to marketing researchers the key
importance of potentially overlooked product substitutions in the field. Third, it could help
introduce public health officials and policy makers to wide ranging contributions that marketing
scholarship can make in their decisions.
Background
The most widely considered policy tool to address obesity in the United States has been
to impose taxes on energy-dense (i.e. sugary, fatty, and high-calorie) foods and beverages (see
Jacobson, 2004). A tax on soft drinks has been implemented in many states. As of 2009, 33
U.S. states had implemented such a tax (Smith, Lin, and Lee, 2010). A tax proposed by Brownell
and colleagues (2009) that is commonly considered by legislators is “an excise tax of 1 cent per
ounce for beverages that have any added caloric sweetener.” Depending on whether a person
purchased a $6 twelve-pack of cans or a $1 two-liter bottle, the tax would range from 24%-68%
(Smith, Lin, and Lee 2010).
Taxation and Demand
The argument for a tax on soft drinks – or on SSBs in general – is three-fold. First, a tax
decreases quantity demanded for these beverages by raising the effective price, particularly
among those individuals who have the least disposable income (and often the highest level of
obesity). Second, revenue from a tax could be used for anti-obesity campaigns or health
education initiatives. Third, a tax would be administratively feasible to impose because nearly
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two-thirds of all states currently have some tax related to soft drinks or on their recyclable
containers (Fletcher et al., 2010a).
Taxing food to reduce consumption assumes that consumers respond to a higher price by
purchasing less. As a result, the success of a soft drink tax partly depends on how much less a
person consumes given the higher price – one’s own-price elasticity (Smith et al 2010). One
review of food demand research by Andreyeva, et al. (2009) suggested the own-price elasticity
for soft drinks to be between -0.8 and -1, and in recent studies the Rudd Center has used an
elasticity of -1.2 to predict consumers’ responses to taxing soft drinks (Brownell et al., 2009).
However, a tax on SSBs may lead to substitution. That is, taxes change relative prices,
leading consumers to not only decreased consumption of the taxed item but also, increased
consumption of other items, specifically, those with positive cross-price elasticities.
A second approach to estimating the health impact of a tax on SSBs is to examine how
the body mass indices (BMIs) of children (Powell et al. 2009; Sturm et al. 2010) and adults
(Fletcher et al. 2011a differ across states with different levels of soft drink taxes. Fletcher et al.
(2010a) calculate that a 1% increase in a state’s soft drink taxes leads to an estimated BMI
decrease of 0.003. The estimated impact is greater among low-income adults (0.015 point
decrease in BMI for those who earn less than $10,000) and Hispanics (0.016 point decrease in
BMI). Given the BMIs associated with normal weight (under 25), overweight (25-30), obese (30
and over), income levels, and race, the effect of a 1% increase in soft drink taxes on body weight
is estimated to be small.
Existing research tends to find little or no association between sales taxes on soft drinks
and effects on weight or BMI. To some extent this is not surprising, because existing soft drink
taxes are small (Smith, Lin, and Lee 2010). Moreover, a sales tax is not reflected in the shelf
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price; it is added at the checkout counter and may not have been salient to the purchaser (Chetty,
Looney, and Kroft 2009). As a result, consumers may be unaware of a new sales tax or
unresponsive to a tax increase when making retail purchases (Zheng, McLaughlin, and Kaiser,
2012).
Taxation and Substitution
Fewer studies examine how such taxes influence substitution to other high-calorie
beverages. For example, Fletcher et al. (2010b) find that while soft drink taxes reduce
consumption of soft drinks among children and adolescents, they substitute towards other high
calorie drinks (see also Fletcher et al 2011b). Chouinard et al. (2007) estimate that a 10% tax on
fat content would have little impact on demand for dairy products and would result in negligible
substitution between products. Kuchler, et al. (2004) argued that while a tax on salty snacks
might decrease demand for salty snacks, consumers will likely substitute toward similar, non-
taxed foods. Mytton et al. (2007) predicted that a tax on saturated fat would lead consumers to
substitute to other goods high in salt, which may cancel out the health benefits from a decrease in
fat intake. This previous research suggests that, while in some cases, taxes might be effective in
reducing demand for the targeted food or beverage, these effects will likely be offset by
substitution towards other foods or beverages (see Smith, Lin, and Lee 2010; Fletcher, Frisvold,
and Tefft 2010a,b; 2011b).
In the context of SSBs, Smith, Lin, and Lee (2010) addressed some of the limitations of
studies that estimated only own-price elasticities by estimating a beverage demand system based
on the beverage purchases from a panel of American households over a 10-year period (1998-
2007). These elasticities were then applied to beverage intake data from a nationally
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representative survey of individuals, which enabled them to estimate changes in calorie
consumption due to a hypothetical tax on SSBs.1 Their analysis led them to conclude that a 20%
tax on SSBs could reduce net calorie intake from all beverages by an average of 37 calories per
day for adults and 43 calories per day for children. They concluded that these daily calorie
reductions, all else held constant, would translate into an average reduction of 3.8 pounds per
year for adults and 4.5 pounds per year for children. This study, however, assumed perfect
saliency of the tax, which is questionable (Zheng, McLaughlin, and Kaiser, 2012).
Another ambiguity is how long any effect might persist. With retail price promotions
(i.e. discounts), there is often an immediate increase in demand that quickly decays as consumers
acclimate to the new price (e.g., Gallet and List 2003). In the case of a sugar-sweetened
beverage tax, consumers may immediately respond by decreasing use. Similar to reactions to
price discounts, however, use will likely return to normal levels after an adjustment period.
Method: A Field Study of Taxation
Field studies are valuable methods for studying economic phenomena. Controlled field
studies allow researchers to use randomization to the treatment group as an instrumental variable
in order to identify the impact of the treatment (List, 2011; List, 2009; Levitt and List, 2009;
Harrison and List, 2004). Field studies can also be constructed with control groups and control
periods, allowing researchers to address concerns about selection and unobserved heterogeneity
(List, 2011). This also allows for the construction of the counterfactual so that changes can be
measured against baseline measurements that were not affected by the treatment.
1 In fast food and full-service restaurants, consumers often pay for a meal “combo” that includes beverages and often free refills. This creates a disconnect between quantity purchased and price. Because of these marketing conditions, consumers are likely to react differently to a price increase at home than away from home. While it would be difficult to estimate the away-from- home demand for beverages due to data deficiencies, most studies apply at-home elasticities to total at-home and away-from-home consumption.
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For this study, we conducted what has been termed a “framed field experiment” (List,
2011) to study the impact that a tax on SSBs has on purchases of these beverages, with specific
emphasis on soft drinks. Since the tax was on all foods and beverages deemed “less healthy,” we
understand that there are other substitutions and complementarities that we do not consider. Yet,
beverages are unique enough that we consider their closest substitutes as other items within the
beverage category (for example, see Smith, Lin, and Lee 2010 or Fletcher, Frisvold, and Tefft
2011). The next section discusses our experimental methods in depth.
Procedure
To study the impact of a tax on soft drinks and other SSBs, we recruited a sample of
representatives from 113 households in a grocery chain in the eastern United States and observed
their purchases for one month (August). Then, we randomly assigned each participating
household to one of two groups: a tax group–56 households–that faced a 10% tax on all foods
with few nutrients per calorie (including soft drinks), and a control group–57 households–who
did not face such a tax. We then observed their purchases for an additional six months. This
random assignment into groups provides exogenous variation in price. In this study we focus on
the impact that this tax had on purchases of SSBs, particularly soft drinks.
The grocery chain where we conducted our study uses a proprietary algorithm based on
nutrients per calorie that assigns items one of four health grades. The grade is then affixed to a
label on the grocery store shelf to guide shoppers to healthier choices.2 In our experiment, foods
and beverages that received the lowest health rating were taxed while foods and beverages that
received one of the three higher or better health ratings were not taxed. All soft drinks, sugar
2 Foods with no calories received no rating.
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sweetened fruit juices, and whole milk received the lowest health grade while beverages such as
no sugar added fruit juices, 1% milk, and all natural fruit juices generally received the higher
three rankings, depending on the amount of nutrients per calorie. We also add that alcohol was
not rated so purchases of alcoholic beverages were not discounted and/or taxed.
Before entry in the experiment, each recruited shopper was required to complete a survey
of marital status, family size, household income range, how much of the shopping the recruited
shopper does for the household, and how many times per week the respondent drinks full calorie
soda, diet soda and fruit juice. Once the shopper had completed and submitted the survey,
he/she received an ID card that was to be scanned before each purchase at an outlet of the
participating grocer. Every time the ID card was scanned, the items purchased would be recorded
for the study and the shopper would receive a discount on purchases, the incentive for
participating in the experiment. This discount was loaded onto a bank debit card on a periodic
basis.
Once all the ID cards had been distributed and participants were registered in a database,
shopping data for all households were collected from July 17 to September 9, 2010, yet we only
use a full four weeks (August 13-September 9 prior to the intervention period). We do this
because not until August 3 had all participants received their ID card and to keep track of four
week intervals in the study, which we refer to as months. We refer to the first set of four weeks
as August (the control period) and refer to the subsequent sets of four weeks as October,
November, etc (the intervention period). On the dates of September 7-9, we contacted each
participating household and notified them of their respective treatment–control or tax–so that by
September 10, each household was aware of its respective treatment, so we refer to this as the
beginning of the intervention period. We then proceeded to collect data through March 12, 2011,
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but we only use data up through February 24 since this is the last day of a full four weeks of data
collection.
As incentive for participating, all participants received a 10% discount on all rated foods
and beverages purchased during the control period. During the treatment period, participants in
the control group continued to receive the 10% discount on all their purchases of rated foods and
beverages. Participants in the tax group received a 15% discount on all rated items but were
taxed 10% on rated items that received the lowest health grade. The remaining 5% discount on
less healthy foods encouraged participants to conduct all of their shopping at the grocery stores
in question (so we can observe how their total purchases changed), while the additional 10%
discount on more healthy foods resulted in a tax on the less healthy foods. Table 1 summarizes
the pricing structure in the experiment.
In Table 2 we report descriptive measures of the sample based on the demographic
information we collected. We show that for most of the demographic variables, there is no
statistical difference between participants in the tax and control group. We do find a statistical
difference between the percentage of non-married participants in the tax group and control
group, 5.4% and 19.3%, respectively. This relates to the difference we find in the number of
children in each household. We find that participants in the tax group generally have more
children, most likely because more participants in the tax group are married. This might suggest
differences in purchasing behavior between the two groups due to marital status, but we found
that nearly 2% of the participants in each group reported drinking fruit juice every day of the
week. Furthermore, 10% of the participants in the tax treatment and 15% of the participants in
the control treatment reported drinking soft drinks (full calorie and diet) every day of the week, a
statistically insignificant difference.
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Data
On a weekly basis, purchase records for each participant were collected from store
purchase records. Information available in the store data includes expenditures, price, the health
rating an item received, specific product descriptions–trade mark names–that assisted us in
separating beverages into various categories, specific item weights (fluid ounces, liters, or
gallons), and product classifications such as soft drinks, milk, or alcohol. With this information,
we were able to generate fluid ounces purchased of any beverage for each participant on any
shopping trip. Instead of expenditures, we study changes in fluid ounces purchased because this
is a more accurate measure of the quantity of beverages purchased. This method has been used
in other studies related to beverage consumption (see French, Lin, and Guthrie 2003; Duffey and
Popkin 2007)
We aggregated, by month, the data over specific beverage types, such as soft drinks and
fruit juice and rely mostly on data from the United States Department of Agriculture Nutrient
Database website for calorie estimates. We use these values to approximate the calorie counts
in our beverage groups. In this study we focused our attention on four categories of beverages:
soft drinks, sugar-sweetened fruit juice (fruit juices without added sugar received a higher rating
so were not taxed), whole and flavored milk, and beer. We used the USDA Nutrient Database to
find calories per fluid ounce for soft drinks (11 kcal/fluid ounce), full-calorie beer (12 kcal/fluid
ounce), sugar-sweetened fruit juices (10 kcal/fluid ounce), and chocolate milk (19kcal/fluid
ounce).3 With this information we can estimate the differences between the tax and control
group by month.
3 The website for soft drinks, full calorie beer, and sugar-‐sweetened fruit juice is: http://www.nal.usda.gov/fnic/foodcomp/cgi-‐bin/list_nut_edit.pl and was accessed on December 7, 2011.
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Before we estimated the impact of the tax on fluid ounces of beverages purchased, we
took several measures to prepare the data. To minimize household specific idiosyncratic noise
we aggregated individual household data by month and beverage category. Many households
purchased some beverages in some months and not in others. When a household did not
purchase a certain type of beverage in one month but did so in another, there would be no
observation in the non-purchase month. In this case, the non-observation is entered as zero
expenditure for the particular item. In order to handle outlying observations, we also identified
observations for specific beverages that were greater than three standard deviations from the
beverage’s average monthly fluid ounces purchased. We then excluded these observations from
the analysis. We drop these observations because in almost every situation where a household
spent more than this designated amount, it did so only once in the study or during holiday
months (November and December). When a household made one large purchase, it generally
made other small food and beverage purchases so it is apparent that a large purchase is a one-
time event, such as a party. While purchasing behavior related to parties is interesting, the
purpose of this study is to examine household level purchases for household consumption.
Purchases for parties would bias this analysis. It is possible, however, that households make
large, one-time purchases for storage purposes. Since we do not have this information, we
assume these large purchases are outside the scope of this study. We leave out the large
purchases in the holiday months because we are interested in behavior unassociated with these
external factors. After removing these data for soft drinks, there were 39 households in the tax
treatment and 50 households in the control group, for a total of 89 households whose purchases
The website for chocolate milk is: http://ndb.nal.usda.gov/ndb/foods/show/92?fg=&man=&lfacet=&count=&max=&sort=&qlookup=&offset=&format=Abridged&new= and was accessed on January 27, 2012.
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were recorded over the course of a 7-month period, which brings the total number of
observations to 623.
In Table 3 we report average fluid ounces of soft drinks purchased by the participants in
each treatment group, during each month of the study, and by marital status, income range, and
family size. On average, participants in the treatment group purchased 11.71 fewer fluid ounces
of soft drinks per month, which is 12.6% of the control group mean, or about one can of soda.
Also, there is some evidence that all households in the study purchase a greater volume of soft
drinks during the holiday months of November and December. We find an increase of
approximately 15 fluid ounces per household per month between October and November, a
similar increase between November and December, and then a decrease of more than 20 fluid
ounces per month from December to January. There also seems to be differences in
consumption patterns between those who are married and those who are single. Our descriptive
measures do not reveal much of a difference in behavior among those in different income
categories, but there is some evidence that larger families purchase a greater volume per month
of soft drinks, which is not surprising. These are purely descriptive measures for understanding
patterns in the data. We will rely on our empirical method to determine the statistically
significant impact that the treatment groups, months, and household characteristics have on the
volume of soft drinks and other beverages purchased.
Analysis Approach
To analyze the data collected from participants, we rely on a random effects panel
regression technique with robust standard errors. Robust standard errors allow us to improve the
efficiency of our results by accounting for heteroskedasticity in the random errors. Since this is a
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controlled field experiment, the random assignment to a treatment group is used as the
instrumental variable that identifies the changes we observe in the data (see List, 2011).
We rely on two similar regression techniques to estimate the impact of the tax on the
volume of soft drinks purchased. In the first regression, we simply estimate the impact that the
tax and other variables have on fluid ounces of soft drinks purchased. Our estimation equation is
!!"# = !! + !!!"# + !!!"#$%&!'" +!"#!! + !!!! + !!" + !!"# ,
(1)
where !!"# is fluid ounces of a specific beverage, b, purchased by household i during month t,
and !! is a constant. The independent variable labeled TAX is a dummy variable for those whose
purchases of SSBs were taxed, REIMBURSE is the amount the household received that month
for participating in the study, Mth is a matrix of dummy coded variables that correspond to the
months of September, October, November, etc., respectively, and Xi is a matrix of household
specific characteristics–marital status, income category, and number of children. The term !!" is
a group specific random error component, and !!"# is a random error term with mean zero and
variance equal to !!"! . Since the form of heteroskedasticity is unknown, we relied on White’s
heteroskedastic robust estimator to compute the standard errors. We use the random effects
estimation procedure because this way we are able to account for heteroskedasticity in the
within-group error component and at the same time estimate the effects of household
characteristics on fluid ounces purchased.
The second model for analysis is
!!"#$ = !!!! + !!!!!"# + !!!!!"#$%&!'" + !!!!!"#$!+ !!!!!"#$! ∗ !"# +!"#!!" +
!!!!" + !!"# + !!"#$ , (2)
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where !!"#$ is the difference of fluid ounces or calories purchased, represented by the subscript
c, of specific beverages, where the difference of interest is purchases of brand b, purchased by
household i during month t. The subscript b represents the difference between beer and soft
drinks, soft drinks and sugar-sweetened fruit juice, and soft drinks and whole/flavored milk. The
elements of the model are the same as those in equation (1) except this time we include two new
variables: FREQr and FREQr*TAX–which we use to measure preferences for soft drinks and to
identify potential substitutions. FREQr represents how many months–or frequency of purchase–
during the study a specific household purchased the rrh beverage, where r is either beer or soft
drinks. FREQr*TAX is the interaction between the tax variable and the frequency variable. In
the model, we defined frequency as a continuous variable that equals 0 if the household did not
purchase any of the rth beverage during the study (equivalent to a purchasing frequency of 0), 1 if
the household purchased the rth beverage at least once (equivalent to a purchasing frequency of
1), and so forth.
Random error components !!"# and !!"#$ are also the same as in equation (1) but differ
based on which difference in beverages is used as the dependent variable. Once again, we use
the random effects estimation procedure because this way we are able to account for
heteroskedasticity in the within-group error component and at the same time estimate the effects
of household characteristics on fluid ounces purchased. In Table 4, we report average purchase
frequencies for beer and soft drinks and find that overall, participants purchased soft drinks
approximately three or four months out of the study and they purchased beer two out of three
months of the study.
There are several important reasons why we use the frequency variable to measure
beverage use. First of all, participants in the study received an e-mail each time their rebate was
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added to their bank card. This rebate would remind them of the potential gains they could earn
by purchasing less of the less healthy items and more of the healthier items. This repeated
reminder could potentially affect the frequency at which they purchase soft drinks, yet simple
descriptive statistics do not reveal any obvious impact (Table 3). Purchase frequency is also less
ad hoc than determining a measure with which to identify potential heavy or light users of soft
drinks. Third, purchase frequency could be considered a consistent measure because regardless
of dollar amounts purchased, it only counts whether a household actually purchased soft drinks
or not. Thus, large purchases are not given greater weight. Finally, purchase frequency could be
considered a good proxy for soft drink preference since regular purchases, by month, suggest that
a household habitually consumes the beverage as opposed to a household that purchases soft
drinks only once or twice during the study. This could be for a party or another type of one-time
event at which non-household members would consume the soft drinks.
The frequency variable may, however, appear to be a dependent variable, since the
decision to purchase a specific amount of a soft drink is highly correlated with how often it is
purchased, and can be affected by the tax. In this study, though, the frequency variable simply
identifies whether a household purchased a type of beverage at least once in a four-week period.
Given this construct, it is not unrealistic to assume that frequency defined in this manner is
independent of the tax treatment. If it were dependent on the tax, purchase frequency would
change from one or more purchases in August to no purchases thereafter, which is not the case in
the data. Furthermore, monthly purchases are a function of daily purchases and the current
construct of the frequency variable makes it independent of this variation.
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Results
When experimentally examining the impact of a tax on purchase patterns, it is not only
important to examine influences on demand and demand over time, but it is also important to
understand potential substitution that may occur with other products. A tax, such as the one in
our field experiment, generates own-price and cross-price effects that feed into purchasing
patterns. While we were not able to calculate these effects, we did find that total fluid ounces
purchased for all beverages remained relatively flat over the course of the study. Since there is a
stable upper limit on fluid ounces of beverages purchased during the study, decreases in fluid
ounces purchased of one beverage that apparently trigger increases in fluid ounces purchased of
another suggest substitution effects. We began our analysis by first estimating how the tax
affected soft drink purchases over the course of the study. We then study patterns of substitution
between soft drinks and other beverages, specifically diet soft drinks, sugar-sweetened fruit
juice, whole/flavored milk, water, and beer.
In Figure 1, we plot the average monthly fluid ounces purchased over the course of the
study, where fluid ounces in each month are differenced from fluid ounces purchased in August–
the control month. Even though the tax on SSBs did result in a decrease in fluid ounces of soft
drinks purchased between August and September, this behavior differed very little from soft
drink purchases by participants in the control group. Through November, we find insufficient
evidence to claim that the tax had an impact on fluid ounces of soft drinks purchased. Decreases
in the volume of soft drinks purchased in December and January appear to trigger purchases of
other beverages (see Figure 2), such as diet soft drinks (December) and water (January).
This similarity in tax and control group behavior is illustrated in Figure 3. In the figure,
it is clear that both the tax and control groups decrease fluid ounces purchased between August
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and September (the first and second bars in the figure for the tax and control treatments), so it is
not clear whether or not the tax had an effect (note that this decrease was not statistically
significant). If purchases for September through November are averaged, as they are in the third
bar for both treatments in Figure 3, it appears that any effect that may have occurred had
diminished. Finally, the fourth bar for both treatments in Figure 3 shows that from September to
February, participants in the tax treatment purchased more fluid ounces of soft drinks than they
did in August. Those in the control group purchased roughly the same amount.
We then estimated the parameters in equation (1), using fluid ounces of soft drinks and
diet soft drinks purchased as the dependent variables, and find that, over the course of the study,
the tax had no statistically significant impact on fluid ounces purchased of either beverage (Table
5), which is consistent with the unconditional data presented in Figures 1 and 2. Households did
take advantage of the rebate they received from participating by purchasing 19.21 more fluid
ounces (p < 0.01) of soft drinks each month. There is also suggestive evidence (p < 0.1) that
larger families purchase 42.78 more fluid ounces of soft drinks, which is expected.
We also find a marginally significant result in purchases of soft drinks by households in
both groups in December, an increase of 39.2 fluid ounces for the month, so we estimate a
separate regression (not reported) that interacts the tax variable with each month variable in order
to capture any holiday effects that may occur. We find no statistically significant result, but we
do find a drop of approximately 46 fluid ounces purchased between November and December.
Thus, the point estimates suggest an impact in December but it is imprecisely estimated.
Even though the tax had no significant impact on the fluid ounces of soft drinks
purchased, it is important to study how fluid ounces of diet soft drinks, a close substitute of soft
drinks, were affected. It is not surprising, however, that we find that the tax had no significant
20
impact on the purchases of diet soft drinks (Table 5). Insignificance in the results is not a matter
of salience since shoppers received an e-mail soon after each shopping trip that notified them of
their rebate. This idea that shoppers received a rebate notice after each shopping trip suggests
that there might be a relationship between frequency of purchases of soft drinks and other
beverages. In other words, frequent buyers of soft drinks might respond more to the tax
compared to those who purchase it with a lesser frequency. We explore this further in the
paragraphs that follow.
In the previous section we introduced our construction of purchase frequency as the
number of months in which a shopper did not purchase a specific beverage at least once. If a
shopper never purchased water then the value would equal 0; a purchase of at least once during
one month only would result in a value of 1, and so forth. To analyze the way in which
fluctuations in purchases of soft drinks trigger purchases of other beverages we estimate equation
(2) using four different dependent variables–difference between fluid ounces of soft drinks and
diet soft drinks, sugar-sweetened fruit juice, whole/flavored milk, and water. It is important to
note that sugar-sweetened fruit juice and whole/flavored milk were also taxed in the experiment.
Thus shoppers have the same incentive to reduce purchases of those beverages as they do soft
drinks. Yet, we don’t find this is completely supported in the data for sugar-sweetened fruit
juice. Results in Panel A of Table 6 show that the tax led consumers to purchase 63.42 fewer
fluid ounces of full calorie soft drinks than diet soft drinks (p < 0.05). Since households use at
least a portion of their rebate to purchase more soft drinks, it appears that their purchases of full
calorie soft drinks have diminished relative to purchases of diet soft drinks. The tax had no
impact on the difference of fluid ounces purchased between full calorie soft drinks and the other
beverages.
21
Purchase frequency does have a statistically significant impact for sugar-sweetened fruit
juice (32.41 fl oz; p < 0.01), whole/flavored milk (35.21 fl oz; p < 0.01), and water (33.00; p <
0.05). In other words, consumers who typically purchased soft drinks with greater frequency
ended up purchasing more fluid ounces of soft drinks relative to sugar-sweetened fruit juice,
whole and flavored milk, and water. Even though soft drinks, as well as sugar sweetened fruit
juice and whole and flavored milk, is taxed, all households still demonstrate a strong preference
for the beverage. Note, however, that the frequency variable includes households from both the
control and treatment groups, but the interaction term separates out the households in the
treatment group.
The interaction terms in Panel A of Table 6 suggest that households in the tax group that
purchase soft drinks more frequently end up buying 15.51 fewer fluid ounces of whole and
flavored milk (p < 0.05). Even though both soft drinks and whole and flavored milk are all
taxed, the policy ineffectively steers consumers from the higher calorie beverages, especially
those who are accustomed to frequently purchasing sugar-sweetened beverages. Households in
the tax group also make use of the reimbursement to purchase 9.06 more fluid ounces (p < 0.05)
of diet soft drinks, relative to full calorie soft drinks. Results in Table 6 also show a holiday
effect such that consumers purchase 55.27 more fluid ounces of sugar-sweetened fruit juice (p <
0.05) and 50.03 more fluid ounces of whole and flavored milk (p < 0.05) relative to purchases of
full calorie soft drinks.
To isolate households with strong preferences for soft drinks, we estimated equation (2)
but conditioned the estimation procedure on households that purchased soft drinks in three or
more months. In doing this, we find that the tax actually leads consumers to purchase 425.4 (p <
0.01) more fluid ounces of soft drinks, relative to water. Frequent soft drink buyers purchase
22
41.17 fluid ounces more of soft drinks relative to sugar-sweetened fruit juice (p < 0.01) and an
additional 49.26 fluid ounces (p < 0.05) relative to whole and flavored milk, again demonstrating
strong preferences for soft drinks. We also find that the tax is effective in decreasing the fluid
ounces of soft drinks purchased relative to sugar-sweetened fruit juice, a 43.50 fluid ounce
decrease (p < 0.05), and water, a 94.89 fluid ounce decrease (p < 0.01). Even though initial
results suggested that the tax had no impact on purchasing behavior, it did have an impact on
those who purchase soft drinks with greater frequency. Indeed, a tax triggered these shoppers to
purchase not only more water, but also more sugar-sweetened fruit juice. Without calorie
counts, though, it would be difficult to determine whether the tax had a net positive or negative
effect on potential health outcomes.
In Panel A of Table 7, we report results for estimation of equation (2) when the
dependent variable is the difference between calories of soft drinks purchased and sugar-
sweetened fruit juice and whole/flavored milk. We do not include purchases of diet soft drinks
or water because these beverages have no calories. Taxing sugar-sweetened beverages does not
affect the difference in calories purchased. Once again, frequent soda buyers seem to prefer
calories from soft drinks, relative to those from sugar-sweetened fruit juice and whole and
flavored milk. When all three are taxed, though, there is no difference in calories purchased.
Results in Panel B of Table 7 echo this same result. When the sample is conditioned on
households that purchase soft drinks during at least three months, they purchase 459 (p < 0.01)
and 530 (p < 0.01) more calories of soft drinks relative to calories of sugar sweetened fruit juice
and whole and flavored milk, respectively. Households who exhibit a strong preference for soft
drinks do demonstrate a preference for calories from soft drinks over calories from sugar-
23
sweetened fruit juice, such that they purchase 468 (p < 0.05) more. There is no difference,
though, in calories purchased of whole and flavored milk.
Our initial results indicate that the tax had no significant impact on fluid ounces
purchased of soft drinks. Among frequent buyers of soft drinks, we find evidence of a strong
preference for soft drinks, such that households prefer calories from this beverage relative to
other full calorie beverages that may have more nutrients (sugar-sweetened fruit juice and whole
and flavored milk). Yet, in a rather startling set of results, we also find that the tax drives
frequent buyers of beer to purchase more beer than they would have without the tax. Even
though there are other substitutes available, frequent beer buyers seem to prefer the trade-off of
soft drinks for beer over trade-offs for other beverages.
For more statistical evidence related to this interesting interaction, we turn to the results
found in Table 8. These are results from estimating the parameters in equation (2) in which the
dependent variable is the difference between fluid ounces (or calories) of beer and soft drinks
purchased. In this equation we also include a variable that accounts for frequency of beer
purchases and interact this variable with the tax dummy variable. We find that the tax decreases
the amount of beer purchased, relative to soft drinks, by 41.1 fluid ounces per month, though this
result is statistically insignificant.
We also find that the interaction between purchase frequency–which we use to proxy for
preferences for soft drinks and beer–and the tax treatment suggests a significant correlation
between frequent beer buyers in the tax treatment and fluid ounces of beer purchased over fluid
ounces of soft drinks. Specifically, the data suggest that the more frequent buyers of beer
respond to the tax by purchasing 31.5 more fluid ounces more beer each month, translating into
an additional 352 calories (p < 0.01 for both). Not only did the tax increase the amount of
24
alcohol purchased by beer-drinking households, it also increased the amount of calories
purchased as well. We note that the reimbursement for participation in the study was not used
for purchasing beer, thus strengthening the claim that households substituted away from soft
drinks and purchased more beer.
Discussion
Responses in demand to taxes on energy-dense food and beverages are not well
understood. While econometric analyses of BMI in states that currently have different types of
soft drink taxes shows little to no effect (Fletcher, Frisvold, and Tefft 2010), demand estimation
models predict a sizable (34 calorie a day) influence of a 20% tax on all SSBs (Smith, Lin, and
Lee 2010). Some studies suggest that substitutions and compensation might occur that moderate
any effect on consumption (Fletcher et al., 2010b; 2011b; Chouinard et al., 2007), but most
evidence is correlational.
We report the results of a field experiment that implemented a 10% tax on less healthy
foods. The results suggest that such a tax results in small reductions in sales of soft drinks in the
first month, but there is no detectable change in such sales after 3 months or 6 months. One
explanation for this finding is a reduced salience of the tax (Chetty, Looney, Kroft 2009).
However, the treatment group was explicitly and repeatedly told of the 10% tax. Furthermore,
each participating household had their participation award (which in the treatment group equaled
15% of healthy foods and 5% for less healthy foods) loaded onto a bank card that was mailed to
them once they submitted the initial survey, reminding participants of the financial consequences
of their shopping decisions. As a result, the lack of impact of the tax on soft drink purchases
after the first month may reflect acclimation more than reduced salience, especially when
25
compared to soft drink taxes levied by states. These taxes are well hidden in the grocery bill.
Also, a tax would likely need to be much greater in order to generate a substantial decrease in
purchases of soft drinks.
Consistent with the previous literature, we find suggestive evidence that consumers
engage in substitution as a result of specific food taxes. Specifically, we found that households
that frequently buy beer bought even more beer and that households that frequently bought soft
drinks purchased even more. Even though we find evidence that the tax triggered sales of water,
any health benefit was completely overridden by the additional calories purchased through soft
drinks.
Taxes on less healthy foods may not succeed in reducing soft drink consumption or in
reducing calorie consumption. Of greater concern is that such a tax may encourage an increased
consumption of alcohol among some households.
Limitations and Future Research
This study has several limitations. First, we have data for only 113 households for less
than a year, which limits our statistical power and sample generalizability. Second, we observe
purchases only through one supermarket chain, and households may have bought some foods in
other stores. However, both the treatment and control group received participation incentives
(10% off all food for the control group, 5-15% off foods for the treatment group) that encouraged
participating households to do all of their shopping at the participating grocery stores. Third, we
observe only purchases, not consumption. Adda and Cornaglia (2006) found that smokers
extracted more nicotine per cigarette when cigarette taxes rose. Analogously, our shoppers may
have become more efficient consumers, throwing away less of each unit, in response to the tax.
26
Fourth, our control period lasted only one month but the treatment period lasted six. It would be
useful to run a control period for at least two months to average out idiosyncratic noise specific
to the control month. Fifth, we do not estimate substitutes as defined in economics. This would
require price indices, which we do not have. Furthermore, we are unable to identify direct and
indirect tax effects on purchases of substitutes and/or complements. Yet, we identify
correlational movements between beverage purchases that, along with our other data, point
towards substitutions and complementarities among beverages. Sixth, we focused only on SSBs,
which limits our discussion to trade-offs between beverages only. Yet, there are other
interactions that exist between foods and beverages that would be worthwhile to examine in
other research.
Conclusion
Despite the health-based intentions of proponents of a tax on soft drinks, we find that a
10% tax on less healthy foods leads to no significant change in soft drink purchases at either 3
months or 6 months. This suggests that taxes on energy-dense foods may not be as effective an
anti-obesity strategy as some have projected (IOM, 2009; Brownell and Frieden, 2009).
Moreover, we find evidence of unintended consequences in the form of increased purchases of
beer by certain households. The results of this field experiment complement earlier estimates of
the impact of food taxes by Fletcher et al. (2010a) and Chouinard et al. (2007). Future research
should further investigate unintended substitutions that may result from such taxes.
27
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Table 1: Price Discounts for Households in the Control and Treatment Groups
August September-February
Control Group 10% discount on all rated items 10% discount on all rated items
Tax Treatment 10% discount on all rated items
5% discount on items with lowest health rating 15% discount on rated items with higher health ratings
Table 2: Frequencies of Demographic Characteristics are Similar between the Tax and Control Treatments
Variable Tax Control t-statistic of Difference
Married 0.875 0.772 1.436 (0.334) (0.423) (0.154) Not Married 0.054 0.193 -2.281 (0.227) (0.398) (0.024) Marital Status–Unknown* 0.071 0.035 0.857 (0.260) (0.186) (0.394) $10K-$40K 0.268 0.281 -0.152 (0.447) (0.453) (0.880) $40K-$70K 0.125 0.070 0.978 (0.334) (0.258) (0.330) > $70K 0.250 0.281 -0.366 (0.437) (0.453) (0.715) Income-Unknown 0.357 0.368 -0.124 (0.483) (0.487) (0.902) ≤ 1 Child 0.661 0.825 -2.012 (0.478) (0.384) (0.047) ≥ 2 Children 0.339 0.175 2.012 (0.478) (0.384) (0.047)
a. The participant either did not respond or preferred not to answer. *** p < 0.01. ** p < 0.05. * p < 0.1.
33
Table 3: Fluid Ounces of Sugar-Sweetened Soft Drinks Purchased by Demographics
Full calorie soft drinks Fruit Juice
Variable Number of Households
Average (fl oz)
Std. Dev.
Average (fl oz)
Std. Dev.
Taxation Condition 39 80.95 124.12 84.30 139.15 Control 50 92.66 143.81 111.22 194.40 August 89 83.25 140.69 87.08 154.99 September 89 57.55 107.14 84.89 158.91 October 89 86.27 128.91 91.09 158.79 November 89 101.44 152.67 101.74 170.87 December 89 119.17 164.92 105.43 160.25 January 89 84.51 124.66 109.02 171.13 February 89 80.50 117.26 117.79 184.92 Marital Status–Unknown* 6 64.61 98.05 89.39 128.17 Married 73 88.48 136.25 100.74 169.79 Not Married 10 94.34 149.45 97.35 160.15 $10K-$40K 25 85.38 142.08 94.29 163.24 $40K-$70K 25 87.86 136.61 95.75 154.03 Income–Unknown* 10 94.23 136.95 110.64 173.02 > $70K 29 86.79 129.19 102.68 174.91 ≤ 1 Child 69 76.51 120.43 97.69 163.71 ≥ 2 Children 20 125.53 173.37 106.60 175.08
* The participant either did not respond or preferred not to answer.
34
Table 4: Average Purchase Frequency by Treatment Group
Number of Households
Average Frequency* Std. Dev.
Full calorie soft drinks Taxation Condition 39 3.87 1.69 Control Group 50 3.90 1.70
Beer Taxation Condition 30 4.27 2.00 Control Group 32 4.19 1.69
* Measured as the number of months during the study when a household purchased a particular beverage.
35
Table 5: A Soft Drink Tax had No Significant Impact on Fluid Ounces Purchased of Soft Drinks (standard errors in parentheses)
Dependent Variables Independent Variables Full calorie soft drinks Diet soft drinks Tax -4.13 -2.69 (17.17) (28.56) Reimbursement 19.21*** 7.24* (4.44) (3.99) September -20.62 -13.29 (18.00) (24.65) October 5.19 -26.29 (22.07) (27.40) November 22.09 -4.56 (23.58) (23.62) December 36.19 9.46 (22.10) (24.65) January 0.38 2.59 (21.44) (28.34) February -13.54 3.46 (21.07) (31.14) Married -13.42 -17.27 (20.10) (54.18) No Response (marital) -32.89 17.58 (29.71) (84.87) $10K-40$K 7.77 -53.63 (21.46) (48.06) > $70K -7.29 -12.60 (22.08) (60.75) No Response (income) 7.19 -23.48 (32.62) (82.40) > 1 Child 42.78* -3.14 (22.11) (33.76) Constant 41.06* 128.32** (23.78) (57.65)
Results are coefficients from two separate panel regressions of fluid ounces of soft drinks purchased on dummy variables for the tax treatment, months in the experiment, and other household characteristics.
*** p < 0.01. ** p < 0.05. * p < 0.1.
36
Table 6: For Frequent Purchasers of Soft Drinks, Taxes Triggered Additional Purchases of Sugar-Sweetened Fruit Juice and Water (standard errors in parentheses)
Dependent Variable
Fl oz of full calorie soft drinks minus fl oz of: Independent Variables Diet Soft Drinks Fruit Juice Whole/Flavored Milk Water
Panel A: Regression results from estimation of equation 2 Tax -63.42** 33.28 -31.54 112.90 (29.28) (27.41) (29.48) (63.37) Frequency 6.04 32.41*** 35.21*** 33.00**
(8.81) (7.36) (7.59) (14.52) Tax*Frequency 17.13* -12.52 -15.51** -29.17*
(10.31) (9.74) (9.79) (15.51) Reimbursement 9.06** 0.31 5.29 -1.54
(4.10) (3.07) (2.58) (5.16) September -4.19 -18.42 -10.20 -3.05
(22.75) (20.99) (21.57) (43.32) October 12.54 16.71 6.23 13.12
(29.94) (23.40) (24.46) (38.81) November 38.97 29.46 52.49* 60.00
(30.80) (26.83) (28.78) (44.15) December 31.09 55.27** 50.03** 78.30*
(26.11) (26.26) (23.27) (41.46) January 4.83 -11.81 14.04 10.88
(24.63) (23.67) (26.82) (45.97) February 7.67 -15.06 -17.50 33.51
(31.22) (21.41) (23.13) (41.97) Married -13.10 -12.05 4.44 -47.43
(48.92) (21.94) (26.45) (42.35) No Response (marital) -29.40 -32.29 16.79 -151.07
(58.00) (26.99) (40.94) (95.61) $10K-$40K 8.08 7.40 -1.86 30.79
(29.82) (22.97) (25.98) (41.90) >$70K -30.74 -5.48 15.01 -37.95
(32.30) (22.89) (24.79) (45.98) No Response (income) 24.57 -7.19 -36.99 -64.20
(45.08) (22.08) (42.87) (64.11) > 1 Child 5.41 8.87 35.06 -3.97
(32.72) (21.58) (24.33) (44.13) Constant -17.14 -53.24* -104.47*** -88.28
(52.63) (32.21) (37.72) (59.20) R 0.06 0.15 0.21 0.10 N 455 483 413 420
Panel B: Estimation of equation 2 conditioned on participants who purchased full calorie soft drinks in at
37
least three months
Tax -102.23 179.46* 177.66 425.48*** (153.99) (66.19) (114.75) (145.59) Frequency 1.04 41.17*** 49.26** 42.69*
(16.28) (13.11) (15.54) (25.47) Tax*Frequency 22.89 -43.50** -44.97 -94.89***
(31.61) (21.82) (26.75) (31.31) Reimbursement 15.92** 1.71 4.96 0.83
(6.99) (4.82) (3.96) (7.47)
R 0.04 0.13 0.17 0.16
N 259 287 238 266 *** p ≤ 0.01. ** p ≤ 0.05. * p ≤ 0.1.
38
Table 7: For Frequent Buyers of Soft Drinks, a Tax on Sugar-Sweetened Beverages Triggered 470 Additional Calories from Sugar-Sweetened Fruit Juice (standard errors on
parentheses) Dependent Variable
Fl oz of full calories soft drinks minus fl oz of: Independent Variables Fruit Juice Whole/Flavored Milk
Panel A: Regression results from estimation of equation 2
Tax -575 -805 (520) (664) Frequency 359*** 377*** (80) (103) Tax*Frequency 134 178 (106) (140) Reimbursement 12 25 (33) (30) September -206 -224 (228) (264) October 176 -69 (256) (290) November 311 490 (292) (351) December 602** 471 (285) (313) January -127 42 (259) (349) February -165 -506 (233) (323) Married -129 -238 (241) (339) No Response (marital) -377 351 (284) (655) $10K-$40K 79 82 (248) (399) >$70K -65 300 (245) (373) No Response (income) -62 -642 (227) (725) > 1 Child 114 402 (233) (365) Constant -574 -1147** (354) (504) R 0.16 0.15
39
N 483 413 Panel B: Estimation of equation 2 conditioned on participants who purchased full calorie soft drinks in at
least three months Tax -1338* -1324 (724) (1111) Frequency 459*** 530*** (143) (204) Tax*Frequency 468** 475 (237) (380) Reimbursement 30 21 (52) (54)
R 0.14 0.12
N 287 238
*** p ≤ 0.01. ** p ≤ 0.05. * p ≤ 0.1.
40
Table 8: Frequent Purchasers of Beer Bought More Beer When Soft Drinks Were Taxed
(standard errors in parentheses) Dependent Variable
Variable Difference between fluid ounces of beer
and soft drink purchases Difference between calories from beer
and soft drink purchases Tax -41.1 464 (26.8) (307) Frequency 10.8 144 (8.1) (89) Tax*Frequency 31.5*** 352*** (8.4) (98) Reimbursement -9.1** -97** (3.8) (42) September -14.0 -161 (24.6) (282) October -30.0 -320 (25.9) (294) November -49.4* -516 (29.6) (341) December -62.8** -685** (29.0) (337) January -81.5*** -927*** (25.5) (291) February -53.7* -598* (29.0) (334) Married 38.5 441 (41.0) (465) No Response (marital) 46.4 525 (47.1) (536) $10K-$40K 43.6* 493* (26.2) (290) >$70K 27.7 304 (29.8) (330) No Response (income) 22.0 265 (25.4) (278) > 1 Child -28.3 -307 (22.3) (248) Constant -48.5 -564 (41.5) (473) R 0.13 0 N 385 385
41
Results are coefficients from two separate panel regressions. The dependent variables are the difference in fluid ounces, and then calories, of beer and full calorie soft drinks purchased. The independent variables
capture the impact of the tax, purchase frequency, months, and other demographic variables on the dependent variables.
*** p ≤ 0.01. ** p ≤ 0.05. * p ≤ 0.1.
42
Figure 1: A Tax on Full Calorie Soft Drinks has No Impact on Fluid Ounces Purchased
-‐30
-‐20
-‐10
0
10
20
30
40
50
September October November December January February
Average Fluid Ounces Purchased
(Difference from
August) Tax
Control
Figure 2: A Tax on Full-Calorie Soft Drinks did not Trigger Sales of Diet Soft Drinks or Water
-‐100
-‐80
-‐60
-‐40
-‐20
0
20
40
60
September October November December January February
Average Fluid Ounces Purchased
(Difference from
August)
Sugar-‐Sweetened Soft Drinks
Diet Soft Drinks
Water
44
Figure 3: Fluid Ounces of Soft Drinks Were Unaffected by Tax Over Time
0
10
20
30
40
50
60
70
80
90
100
Tax Control
Average Fluid Ounces Purchased
August Sep Sep-‐Nov Sep-‐Feb