Integrating factors found by inspection: (xy³ +xy dx+(x²y² – 2 dy = 0 0 =

Q: Vr² +1 dx = = -xVx* + l (8) +1 +-In x + +1+C

A: It is integration problem.

Q: dz. 2ª + 9 tegrate

A: The integration of the integral x/√(x4+9).

Q: Integrating Factor by Inspection: 1. (2y – 3x)dx + xdy = 0 2. (x – y²)dx + 2xydy = 0 %3D %3D

A:

Q: Find dy/dx. x = t /2 + t y = sqrt(2 + t

A:

Q: Find dy/dx in terms of x and y if x = 10√/y. X

A:

Q: dz Find if z = (8x +5y). dy dz dy %3D

A:

Q: dy If x = 3t2, y = t³ then %3D dx II

A: Here we find out the dy/dx

Q: Differentiate the function. y = (3x- 1)* (4 - x5) 3 dy dx II

A: To differentiate the given function:

Q: 9. sin“ x cos“ x dx

A:

Q: 8x 5. S dx 2. 2. (4x +3)

A: ∫8x(4x2+3)23dx∫(4x2+3)-23 8x dxhere f(x) =4x2+3 , f'(x) =8x , n=-23∫f(x)nf'(x) dx= f(x)n+1n+1+c

Q: dy Find , if dx y = 3u – 2 and u = 2x² - 4. dy Preview dx

A: Topic = Derivative

Q: Find the values of d/dx (11) and d/dx(π)

A: Consider the provided information, ddx11   and   ddxπ. Find the values of the derivative. The…

Q: y= In]3x+2)²/2x–1 dy 1. Find dx

A:

Q: Differentiate. In x y = dy dx

A: The quotient rule of differentiation is, ddxfxgx=gxddxfx-fxddxgxgx2. we have the differentiation…

Q: 1 dx Vx(1+ x)7

A: ∫1x1+x52dx

Q: (1+V dx

A: Given : The integral is ∫ 1+x3x dx .