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mathlilly
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Let g: R3 →R2 be a differentiable function such that g(1, −1, 3) = (2,5) and the following equation is true.
Dg(1, −1, 3) =
1 −1 0
4 0 7
Suppose that f: R2→ R2 is defined byf(x, y) = (2xy, 4x –y + 8). What is D(f g)(1, −1, 3)?
D(f g)(1, −1, 3) ?
I am sort of confused on how to approach this. Is it wanting me to integrate to find D(f of g)?
 one year ago
 one year ago
mathlilly Group Title
Let g: R3 →R2 be a differentiable function such that g(1, −1, 3) = (2,5) and the following equation is true. Dg(1, −1, 3) = 1 −1 0 4 0 7 Suppose that f: R2→ R2 is defined byf(x, y) = (2xy, 4x –y + 8). What is D(f g)(1, −1, 3)? D(f g)(1, −1, 3) ? I am sort of confused on how to approach this. Is it wanting me to integrate to find D(f of g)?
 one year ago
 one year ago

This Question is Closed

Waynex Group TitleBest ResponseYou've already chosen the best response.0
Mind if I ask where you found this problem? I don't recognize this from the course material.
 one year ago
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