Use differentials to obtain a resonable approximation to `(8. 01)^(4/3)+(8. 01)^2.`

Use differentials to calculating approximate value of log_e (9.01)

Approximate value of (2.01)^(4) is

Find the approximate value of (4.01)^3

Use differential to approximate (255)^(1/4)

Use differentials to find the approximate value of log_ _(e)(4.01), having given that log_(e)4=1.3863

Use differentials to find the approximate value of (log)_e(4. 01), having given that (log)_e4=1. 3863 .

Use differentials to find the approximate value of (log)_e(4. 01), having given that (log)_e4=1. 3863 .

Use differential to approximate (82)^(1//4) .

In the following problems, use differentials to find the approximate values: f(2.01) where f (x) = x^3 - 4 x + 7

Use differential to approximate log(9.01). (Given, log3=1.0986 )