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The function g ( ) is graphed in the figure below. Let = x 2 + y 2 + z 2 . Define f , a function of x , y
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SOLVED: Find all the first-order partial derivatives for the following function f(xy) = (8x^2 - 10): ax = 24xy^5 ; 40x^3y^4 ox = 80x^8y^(8x^2y^5 - 10); 48xy^5 (8x^2y^5 - 10) ax =
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University Calculus] I got the right answer by subbing f(0) = 12pi by subbing x=0 in the left side of the equation before differentiating it. But on the right side, f(x) isn't
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Solved] . Let y = 5x2 + 8x + 4. If Ax = 0.1 at x = 3, use linear
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Content - Newton's method
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