1. a. b. c. d. 2. - ms. sanchez math class -...
TRANSCRIPT
Interim 1
Multiply & Divide Decimals
1. 67.8 × 0.86
A. 59.168
B. 583.08
C. 58.308
D. 51.528
Multiply & Divide Decimals
2. 12.5 × 0.29
A. 36.25
B. 3.915
C. 3.625
D. 2.375
Multiply & Divide Decimals
3. 2.44 × 5.8
A. 14.152
B. 141.52
C. 11.712
D. 14.732
Multiply & Divide Decimals
4. 5.41 × 0.32
A. 3.4624
B. 1.7312
C. 16.2
D. 3.24
Multiply & Divide Decimals
5. 4.86 × 0.093
A. 0.90396
B. 0.864
C. 0.45198
D. 0.04464
Multiply & Divide Decimals
6. 9.18 × 0.029
A. 0.0182
B. 1.82
C. 0.26622
D. 0.0085
Multiply & Divide Decimals
7. Simplify the following expression.
69.3 ÷ 7.7
A. 9.7
B. 9
C. 10.3
D. 8.6
Multiply & Divide Decimals
8. Simplify the following expression.
129.98 ÷ 13.4
A. 10.5
B. 9.7
C. 9.3
D. 10
Multiply & Divide Decimals
9. Simplify the following expression.
20.8 ÷ 6.5
A. 3.4
B. 2.7
C. 3.2
D. 3.8
Multiply & Divide Decimals
10. Simplify the following expression.
62.04 ÷ 13.2
A. 5.1
B. 4.7
C. 5
D. 4.3
Multiply & Divide Fractions
11. Simplify the following expression.
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B.
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D.
Multiply & Divide Fractions
12. Simplify the following expression.
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Multiply & Divide Fractions
13. Simplify the following expression.
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Multiply & Divide Fractions
14. Simplify the following expression.
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Multiply & Divide Fractions
15. Simplify the following expression.
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Multiply & Divide Fractions
16. Simplify the following expression.
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Multiply & Divide Fractions
17. Simplify the following expression.
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Multiply & Divide Fractions
18. Simplify the following expression.
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Multiply & Divide Fractions
19. Simplify the following expression.
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Multiply & Divide Fractions
20. Simplify the following expression.
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Real World Problems
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Real World Problems
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Real World Problems
25. Todd has a length of board that he is going to cut into 7 equal pieces. The length of the board is 212 4/5 inches long. Four of the pieces will be used for the outside of a square bookcase. What is the total length of the remaining pieces?
A. 91 1/5 inches
B. 121 3/5 inches
C. 30 2/5 inches
D. 94 1/5 inches
Real World Problems
26. Suruchi is making bread. She will need 3 1/4 cups of artisan bread flour, 4 2/3 cups of whole wheat flour, and 2/3 cup of almond flour for her recipe. How many total cups of flour will Suruchi use?
A. 9 7/12
B. 8 1/2
C. 8 7/12
D. 7 7/12
Real World Problems
27. Gasoline costs $2.64 per gallon. If Kelly buys 7 gallon, how much money does she spend?
A. $9.64
B. $18.48
C. $16.64
D. $12.28
Real World Problems
28. Brandon mowed lawns for $14.50 per day for 15 days. How much money did Brandon earn mowing lawns?
A. $203.00
B. $217.50
C. $232.00
D. $232.50
Real World Problems
29. The front wheel on Alvin's bicycle made 78 revolutions while he was riding it. The tire made 4 revolutions per minute. How many minutes did he ride his bicycle?
A. 58.5 minutes
B. 21.1 minutes
C. 19.5 minutes
D. 3.22 minutes
Real World Problems
30. Maurice bought 26 yards of material for costumes for a play. If each costume uses 5.2 yards of material, how many costumes is he making?
A. 2 costumes
B. 5 costumes
C. 10 costumes
D. 21 costumes
Rates and Ratios
31. Given the two ratios below, what value of n would make the two ratios equivalent?
30/10 and n/2
A. n = 9
B. n = 27
C. n = 8
D. n = 6
Rates and Ratios
32. Gunther Jr. High School has a student to teacher ratio of 30 to 2. If there are 32 teachers at the school, how many students go to the school?
A. 510
B. 480
C. 16
D. 420
Rates and Ratios
33. In the flower garden, there are 5 tulips for every 8 daisies. If there are 40 tulips, how many daisies are there?
A. 64
B. 56
C. 43
D. 72
Rates and Ratios
34. The school float committee is working on their flower budget for the annual parade float. They want a ratio of 10 carnations for every 4 roses. If the float requires 120 carnations, how many roses are needed?
A. 52
B. 44
C. 48
D. 59
Rates and Ratios
35. If Katarina runs at a pace of 4 mph, how many miles can she run in 2 hours?
A. 8 miles
B. 7 miles
C. 6 miles
D. 9 miles
Rates and Ratios
36. Jake is traveling 13 mph in his boat. After 3 hours, how far will he have traveled?
A. 4 miles
B. 39 miles
C. 40 miles
D. 10 miles
Rates and Ratios
37. Albert is traveling 70 mph in his car. After 3 hours, how far will he have traveled?
A. 215 miles
B. 220 miles
C. 210 miles
D. 200 miles
Rates and Ratios
38. Niles and Bob sailed at the same time for the same length of time. Niles' sailboat traveled 21 miles at a speed of 7 mph, while Bob's motorboat traveled 33 miles at a speed of 11 mph. For how long were Niles and Bob traveling?
A. 3 hours
B. 5 hours
C. 6 hours
D. 2 hours
Rates and Ratios
39. Biking at 8 mph, it takes Kristen 1/2 hour to reach the train station to go to work. Kristen then takes the train to work, and it takes another 1/2 hour for her to get to work when the train travels 28 mph. How far does Kristen travel to work?
A. 74 miles
B. 4 miles
C. 18 miles
D. 8 miles
Rates and Ratios
40. Four clowns practiced juggling bowling pins yesterday. The table below shows the number of bowling pins that each clown dropped and the number of minutes that each clown juggled.
Clown's Name Bowling Pins Dropped Minutes Juggled
Greg the Great 3 9