Solved Find the derivative of the function at P0 in the

These are some simple steps for inputting values in the direction vector calculator in right way. To calculate the directional derivative, Type a function for which derivative is required. Now

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Find the derivative of the function at P0 in the direction of u. f(x

Find the derivative of the function at P0 in the direction of u. f (x, y, z) = -9x + 3y + 8z, P 0 (10, -6, 7), u = 3 i - 6 j - 2 k.

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Directional Derivative Calculator

Find the derivative of the function at P0 in the direction of u. g (x,y)=x−y/3xy+2 , P0 (−1,1) , u=12i+5j The derivative of the function at P0 in the direction of u is.
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Find the derivative of the function at P0 in the direction of u. f(x

Transcribed image text: Find the derivative of the function at P_0 in the direction of u. g(x, y) = x - 3y/2xy + 3, P_0 (1, -1), u = 3i + 4j. g(x, y) = x - 3y/2xy + 3, P_0 (1, -1), u = 3i + 4j.

Solved Find the derivative of the function at P0 in the

Math Calculus find the derivative of the function at P0 in the direction of u. ƒ(x, y) = 2x2 + y2, P0(-1, 1), u = 3i - 4j find the derivative of the function at P0 in the direction of u. ƒ(x, y) = 2x2 + y2

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find the derivative of the function at P0 in the direction of u. ƒ(x

Find the derivative of the function at P0 in the direction of u. 16) f(x, y) = ln(8x + 9y), P0(9, -9), u = 6i + 8j answer: -4/3
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