The gross national income (GNI) of a certain country (in billions of U.S. dollars) can be approximated by f(t) = 1023 e 0.176t, where t=0 corresponds to the year 2000.(a) Find f'(t).(b) At what rate was the GNI changing in 2000?(c) Repeat part (b) for 2004.(a) f'(t) = |(b) In 2000, the GNI was changing at a rate of about $billion per year.(Round to the nearest integer as needed.)(c) In 2004, the GNI was changing at a rate of about $(Round to the nearest integer as needed.)billion per year.Enter your answer in each of the answer boxes,Save for Later000D00F4escF2F3FSF72$6.

(a) the given f(t)=1023e0.176tdifferentiate f(t) with respect to t, we…

The gross national income (GNI) of a certain country (in billions of U.S. dollars) can be approximated by f(t) = 1023 e0176t where t =0 corresponds to the year 2000. (a) Find f'(t). (b) At what rate was the GNI changing in 2000? (c) Repeat part (b) for 2004. (a) f'(t) = | (b) In 2000, the GNI was changing at a rate of about $ (Round to the nearest integer as needed.) billion per year. (c) In 2004, the GNI was changing at a rate of about $ (Round to the nearest integer as needed.) billion per year.

The gross national income (GNI) of a certain country (in billions of U.S. dollars) can be approximated by f(t) = 1023 e0176t where t =0 corresponds to the year 2000. (a) Find f'(t). (b) At what rate was the GNI changing in 2000? (c) Repeat part (b) for 2004. (a) f'(t) = | (b) In 2000, the GNI was changing at a rate of about $ (Round to the nearest integer as needed.) billion per year. (c) In 2004, the GNI was changing at a rate of about $ (Round to the nearest integer as needed.) billion per year.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section: Chapter Questions

Problem 9T

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