[y] + √2x+3] dx = (2x+3)dy, y(-1) = O

Q: (х3 + 3х)dx х1/2

A: Thus the integration is a process of finding anti derivative of a function . There are basically two…

Q: · (x−1)² √x d) f - dx =

A: To evaluate the following integral.

Q: 5x + 6x dx. Find х - 1

A:

Q: Find - 6x+1 x² +1 -dx.

A:

Q: $x+ 2 4x -1

A: Given that                                                           I=∫8x+24x-1dx

Q: –dx (1 +x) (x+1)Vx² +2x-2

A:

Q: d Differentiate (-16x-1 +4x + 2) when x dx

A:

Q: (x++) dx J x²+2x +5 2

A: Solution:Given     ∫(x+4)x2+2x+5dxFormula:∫dxx2+a2=1atan-1xa

Q: (2x + 1)1º x² dx

A:

Q: x2+1 - dx x4-x²+1

A:

Q: (xsinx+2y)dx+xdy= 0

A: The given differential equation is

Q: x Vr2 Vx² + 1 dx 0.

A: Given

Q: | (3 + xx) dx

A:

Q: (x + 4) dx (x + 2) Vx +. 5

A: To evaluate the integral: ∫x+4(x+2)x+5dx Direct integration is not possible, so we will use the…

Q: 7x2 + 15 dx. x2 + x Compute f

A:

Q: dx 4+x*

A: Proceed as shown below...

Q: (x2 - 4x + 4)4/3 dx -

A:

Q: s dx 20+ 8x - x²

A:

Q: Compute 3+r+1 dx x2

A: Given : ∫233x2+2x+1x2dx

Q: dx 5. x/2 +x/3

A:

Q: / (3x - 3)(3x² - 6x +15)4 dx

A:

Q: Evaluate x(x2 + 1)3 dx.

A: Given ∫x(x2+1)3dx

Q: +9 J4 (12x² - 8x+10) dx

A:

Q: (2x - y)dx(x + 4y)dy = 0

A: As per the rules, we can answer only the first question and other can be reposted.

Q: 2x² − x +4 x³ + 4x Evaluate [ [20 dx.

A: Evaluate