Question
Asked Nov 5, 2019
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h(t)
f(x, y), where f is differentiable, ax =
g(t), and y
Suppose z
- 4, h' (6) 6, f2(8,
If g(6) 8, g'(6) = 1, h(6)
t 6
4)
- 2, and fy(8, - 4) 2, find dz/dt when
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h(t) f(x, y), where f is differentiable, ax = g(t), and y Suppose z - 4, h' (6) 6, f2(8, If g(6) 8, g'(6) = 1, h(6) t 6 4) - 2, and fy(8, - 4) 2, find dz/dt when

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Step 1

We are given that z = f(x, y), where f is di...

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And if g (6) 8, g'(6) = 1, h(6) = -4, h'(6) = 6, fx(8,-4) = -2, dz when t 6 dt and fy(8,-4) = 2, we need to find _

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Tagged in
MathCalculus

Functions