Use the Chain Rule to find the indicated partial derivatives. z = x² + x²y, x = s + 2t - u, əz əz Əz as at du əz Əs əz at əz ди = || - 1582 3164 -700 Need Help? when s X Read It y = stu²; - = 1, t = 4, u = 2 Watch It

Q: compute the derivatives indicated. h(u,v) = u/u + 4v, hvv(u,v)

A: Given, hu,v=uu+4v To compute, hvvu,v

Q: ? in part 1  i do not seem to get to the same answer i know partial derivative w.r.t x is (x2+y2-nx2…

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Q: y y (x₁, y₁) f'(x₁) = ? ******** y = f(x) = ? (x₁, Yi) X y = f(x) ४ ✓ Choose... Ordinary…

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Q: Find the derivative of y with respect to x. (Hint: chain rule) y = -csc-1 24 V(8x + 92 - 9 24 (8x +…

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Q: 10x-9y-0-11 the same as -10x-9y+11? Or is it just -10x-9y-11 when finding Partial Derivative?

A: Reprieve is to clarify the doubts.

Q: xy(dx-dy) = x²dy + y?dx; when x = 2, y = 0

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Q: compute the derivative. r(1) = (7 – 1, 4 ī, 8)

A: The given function is rt=7-t,4t,8.

Q: Find the derivative of y with respect to x. 6х + 11 y = - csc 7 O A. 42 |6x + 11|V(6x + 11)2 – 49 O…

A: ddx(cosec-1x)=-1xx2-1

Q: 5z2 + 13z/2 137/2 g(z) = 522

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Q: Question 24 Find the derivative of y = 3 7 15 (3x²+2ax) (ax²-3r-a) 7 (2ax-3) 2 5(32²+2ax)…

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Q: Find y as a function of x if x²y" – 3xy – 12y = x², y(1) = -7, y(1) = -7. y =

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Q: Differentiate the following: 1. y = 5 – 4x – 3x* 2. f(x) = 1x 2x 3. Н(2) %3D (1 —52?)4/3

A: “Since you have posted a question with multiple sub-parts, we will solve the first three sub-parts…