Question

Let $v(s) = s^3i + 2sj + 6s^{-2}k$. Evaluate $\frac{d}{ds}v(g(s))$ at $s = 5$ assuming that $g(5) = 9$, $g'(5) = -9$. (Use symbolic notation and fractions where needed. Give your answer in the form (, , *).) $\frac{d}{ds}v(g(s))|_{s=5} = $

          Let $v(s) = s^3i + 2sj + 6s^{-2}k$.
Evaluate $\frac{d}{ds}v(g(s))$ at $s = 5$ assuming that $g(5) = 9$, $g'(5) = -9$.
(Use symbolic notation and fractions where needed. Give your answer in the form (*, *, *).)
$\frac{d}{ds}v(g(s))|_{s=5} = $

$Let v(s) = s^3i + 2sj + 6s^-2k. Evaluate (d)/(ds)v(g(s)) at s = 5 assuming that g(5) = 9, g'(5) = -9. (Use symbolic notation and fractions where needed. Give your answer in the form (*, *, *).) (d)/(ds)v(g(s))|s=5 =$

Added by Alexander W.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Anas Venkitta

05/04/2022

Step 1

v(g(s)) = g(s)^3i + 2g(s)j + 6g(s)^(-2)k Show more…

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Question 8 of 14 Let v(s) = s^3i + 2sj + 6s^(-2)k. Evaluate (d/ds)v(g(s)) at s = 5 assuming that g(5) = 9, g'(5) = -9. (Use symbolic notation and fractions where needed. Give your answer in the form (*,*,*).) (d/ds)v(g(s))|_(s=5) = Question 8 of 14 Let v(s) = s^3i + 2sj + 6s^(-2)k. Evaluate v(g(s)) at s = 5 assuming that g(5) = 9, g'(5) = -9. Use symbolic notation and fractions where needed. Give your answer in the form (*,*,*).