Find dy/dx: rsinx 1. у %3D Sm* 3t2 dt

Q: Exercise (8): Calculate o So* (xyz) dz dy dx. (x=1 (y=1-x (z=2-*(xyz) dz dy dx. x=0 Jy=0 z=0

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Q: Find dy/dx and simplify results: 4xy-2x^3+3/4

A: Given: y=4xy-2x3+34 To find dydt

Q: x² + 2x – 1 dx 2x³ +3x2 - 2x

A: The given integral is ∫x2+2x-12x3+3x2-2xdx. Here, we use the partial fraction method.

Q: Solve the equation (x^2-3y^2)dx + 2xydy = 0 using y=v.x and u transforms

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Q: dy Differentiate implicitly to find dx exy 2x+9y+3

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Q: 2 (2х + Зу + 5) dx) dy -1 У-2

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Q: Solve xy² - xy + y = 2x, xx (Cauchy-Exter; variation of parameters)

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