7. Using differential, approximate (8.01 ) correct to 4 decimal places. 8. Use differential to approximate √8.24. 9. Use differential to estimate the value of 7.96 correct to four (4) decimal places. LIKE

Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
Chapter6: Topics In Analytic Geometry
Section: Chapter Questions
Problem 33CT
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turor 27 answer 7,9 only

21 LINEAR APPROXIMATIONS AND DIFFERENTIALS
TUTORIAL 27
Use differential to estimate the value of (5.01).
2. Using differential, find the approximate value of (1.002).
3. Estimate the value of (1.99) using differentials. Give your answer correct to
4 decimal places.
4. Use differential to estimate the value of √36.02 correct to four (4) decimal places.
5.
Estimate the value of √3+ 0.9 using differentials. Give your answer correct to
three (3) decimal places.
6.
Use differentials to approximate 124. Give your answer to three (3) decimal places
(Hint: f(xo + Ax) = f(xo) + f'(Xo) Ax )
½
7. Using differential, approximate (8.01 )
correct to 4 decimal places.
8.
Use differential to approximate √√8.24.
9. Use differential to estimate the value of 7.96 correct to four (4) decimal places.
10. Use differential to approximate 14.8 correct to three decimal places.
11. Use a linear approximation to estimate √728.9 correct to 4 decimal places.
12. Use differential to estimate 32.02 correct to 4 decimal places.
1
Write your answer correct to
√99.8
13. Use differential to approximate the value of
four decimal places.
using differentials. Give your answer correct to four
1
√ 9.025
14. Estimate the value of
decimal places.
½ + 1. If x changes from 8 to 9, approximate f (9) using differential.
3x
Transcribed Image Text:21 LINEAR APPROXIMATIONS AND DIFFERENTIALS TUTORIAL 27 Use differential to estimate the value of (5.01). 2. Using differential, find the approximate value of (1.002). 3. Estimate the value of (1.99) using differentials. Give your answer correct to 4 decimal places. 4. Use differential to estimate the value of √36.02 correct to four (4) decimal places. 5. Estimate the value of √3+ 0.9 using differentials. Give your answer correct to three (3) decimal places. 6. Use differentials to approximate 124. Give your answer to three (3) decimal places (Hint: f(xo + Ax) = f(xo) + f'(Xo) Ax ) ½ 7. Using differential, approximate (8.01 ) correct to 4 decimal places. 8. Use differential to approximate √√8.24. 9. Use differential to estimate the value of 7.96 correct to four (4) decimal places. 10. Use differential to approximate 14.8 correct to three decimal places. 11. Use a linear approximation to estimate √728.9 correct to 4 decimal places. 12. Use differential to estimate 32.02 correct to 4 decimal places. 1 Write your answer correct to √99.8 13. Use differential to approximate the value of four decimal places. using differentials. Give your answer correct to four 1 √ 9.025 14. Estimate the value of decimal places. ½ + 1. If x changes from 8 to 9, approximate f (9) using differential. 3x
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