Calculus Archive: Questions from March 20, 2022
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solve all pls
Assignment 4: Derivative of Trigonometric Functions Determine the derivative of the ff. functions 1. y = 100 cos 3x 7. y = 8x3 sin (1 - 5x) 2. y = 5 tan (6x - 1) 8. y = 5x4 - 6 3. y = 12 cot (-x3 + 4)1 answer -
dy 3. Find dx DO NOT simplify the answers. y V = }(4x + 1)² +ex y = x’ sin (e") [3,3] a) b) y = 3x+3x [2] c)1 answer -
Evaluate the triple integral SITE f(x, y, z) DV over the solid B. JB f(x, y, z) = 1 - x2 + y2 + z2, B = {(x, y, z) | x2 + y2 + z s 9, y 2 0,2 2 0} Interactive 3D Graph Help Z 4 chau Hube -3967 5 x1 answer -
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Find all the first order partial derivatives for the following function. f(x, y) = sin 2 (-10xy 2-y) * = 2sin (-10x2 - y) cos (-10xy2-y); 3. = 2sin(-10xy2 - y) cos(-10xy2-y) * = -20y2sin (-10xy2 - y)1 answer -
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resolve
Description Considere la siguiente ecuación de un círculo en forma estándar: (x - 1)2 + (y +2)2 = 9 Escriba la ecuación de este círculo en forma x2 + y2 +Ax +By + C = 01 answer -
Chain Rule (section 11.4) 1. Find the derivative y' of each function. (a) y = 0.4(3x + 2x - 3) (b) y = Vx3 - 50x (e) y = (6x + 1)^/3 25 (d) y = (x2+x+2) (e) y = 8e-2x1 answer -
For the given parametric equations, find the points (x, y) corresponding to the parameter values t = -2, -1, 0, 1, 2. t x = In(2t2 + 1), y = = t + 9 t = -2 (x, y) t = -1 (x, y) = t = 0 (x, y) = t = 11 answer