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anonymous
 one year ago
Let v(s) = <s^2, 2s, 9s^2>. Evaluate d/ds v[g(s)] at s = 4 given that g(4) = 3 and g'(4) = 9
d/ds v[g(s)] = v'[g(s)]g'(s).
Please help
anonymous
 one year ago
Let v(s) = <s^2, 2s, 9s^2>. Evaluate d/ds v[g(s)] at s = 4 given that g(4) = 3 and g'(4) = 9 d/ds v[g(s)] = v'[g(s)]g'(s). Please help

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Loser66
 one year ago
Best ResponseYou've already chosen the best response.2\(\dfrac{d}{ds}v(g(s))\), right?

Loser66
 one year ago
Best ResponseYou've already chosen the best response.2\(v(s) =<s^2, 2s, 9/s^2>\\v(g(s)) = <g^2(s), 2g(s), 9/(g^2(s))>\) now, just take derivative of it w.r.t s \(\dfrac{d}{ds}(v(g(s)) = <2g(s). g'(s), 2g(s)', I~let~you~do~the~last~one>\) Now, replace s =4 to get the answer it should be <2*3*(9), 2*(9) , your work>
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