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Chapter 3 Approximation & Estimation. Learning Outcomes Round to nearest 10, 100, 1000 Round in practical problems Round to a specified number of decimal.

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Presentation on theme: "Chapter 3 Approximation & Estimation. Learning Outcomes Round to nearest 10, 100, 1000 Round in practical problems Round to a specified number of decimal."— Presentation transcript:

1 Chapter 3 Approximation & Estimation

2 Learning Outcomes Round to nearest 10, 100, 1000 Round in practical problems Round to a specified number of decimal places Round to a specified number of significant figures Choosing a degree of accuracy for the answer that suits the question Estimating calculations

3 Rounding to nearest 10, 100,… If 5 or above round up If 5 or above round up If below 5 leave alone If below 5 leave alone Number Nearest 10 Nearest 100 Nearest 1000 7834 8323 20911 90892 9999

4 Practical Problems Remember to think if your answer is sensible!!!! Remember to think if your answer is sensible!!!! Example Example A year group are going on a trip to Paris. There are 242 students going. Each bus holds 55 passengers. How many buses are needed?

5 Rounding Decimals Start counting after the decimal place Start counting after the decimal place Number 1 dp 2 dp 3 dp 4 dp 2.7849 2.34535 0.0234 0.99999

6 Significant Figures Start counting at the 1 st non-zero digit Start counting at the 1 st non-zero digit Number 1 sf 2 sf 3 sf 4 sf 2.7849 234.535 0.0234 99.999

7 Choosing a Degree of Accuracy Use common sense!!! Use common sense!!! If answer is in metres use 2 dp If answer is in metres use 2 dp If a question is given to 1 dp the answer should be given to 1 dp If a question is given to 1 dp the answer should be given to 1 dp

8 Estimation When estimating a calculation use 1 significant figure or round to numbers that give even answers When estimating a calculation use 1 significant figure or round to numbers that give even answers Examples Examples 1) Estimate 432 × 29 2) Estimate (49.7 + 10.6) ÷ (9.69 × 3.04) 3) Estimate 78.9 ÷ (0.037 × 5.2)


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