chapter 2 lesson 3. objective round decimal numbers use rounding to estimate an answer
TRANSCRIPT
Chapter 2Lesson 3
Objective
•Round decimal numbers•Use rounding to estimate an answer
Vocabulary
•Rounding (approximation)•Estimate
Visual Rounding
Example 1
Round 16.0973 to the nearesta. ten b. tenth c. hundredth
a. 16 is closer to 20 than 10, so 16.0973 ≈ 20
b. 16.0973…the 9 brings the 0 to a 1, so 16.0973 ≈ 16.1
c. the 9 is in the hundredth place followed by a 7, so 16.0973 is 16.10
Why Round?
Rounding is often used as a quick check on calculations. In general, we estimate by rounding to the highest place value of the smaller number for all operations. As a result, our estimated answer should be reasonably close to the exact answer.
Example 2
Find an estimated answer for each operation.
a. 386 + 54 = 390 + 50 = 440
b. 2.849 – 0.154 = 2.8 – 0.2 = 2.6
c. 32.9 x 8.7 = 33 x 9 = 297
d. 253 ÷ 12 = 250 ÷ 10 = 25
Guided Practice
Round to the nearest ten.1) 27.82) 13.2
Round to the nearest tenth.3) 75.634) 4.45
Guided Practice
Round to the nearest hundredth.5) 112.3476) 77.012
Round to the nearest thousandth.7) 0.34528) 12.10103
Homework
Pg. 49; 2-24 (even)
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