dy Find y' (or if ze4y – 20z5 + 4zy7 – 15, dr 100z4 –4y7 4ze4y+28zy6 100z4+4y7–e4y 4ze%Y+28ry6 100z4+4y7+e4y 4ze4Y+28zy6 100z4 – 4y7–e4y

Q: dx Evaluate Vet –I

A:

Q: 2 -1 se s? +4 .2

A: Given:       L-1se-π2ss2+4 Apply inverse transform rule:       if L-1Fs=ft then L-1e-asFs=Ht-aft-a…

Q: v2 dv

A:

Q: 6x Sxe хе dx

A: Using the integration by parts, it can be written as follows. ∫udv=uv−∫vdu

Q: The Value B(1/2, 1/2 list

A:

Q: Stan5 x sec³ x dx

A:

Q: 6. dy = 3 — 2у

A:

Q: .5 x dx 8. f 3 x2 - 5 A. In5 B. In16 C. In /5 D. In 4

A: Given: I=∫35xdxx2-5   ....(1)   We know that; The logarithmic rule; 1). logaxb=b·logax 2).…

Q: c o s ( L n x ) d x

A: The integral we are trying to solve is ∫cos(ln(x))dx.

Q: 1 dx 2 x"Vx-3 Evaluate

A:

Q: 2x-4 | 5e dx

A: To evaluate the given integral.

Q: 6. Evaluate dx

A: Introduction :

Q: dx 4. xv9+4x2

A: Method:- I  use Trigonometry substitution method to solve the given integral

Q: 4x dx Evaluate

A:

Q: -6 3 dx . x² – 25 2. Evaluate |-

A: Topic- Integration

Q: / esx+3 dx = %3D

A: To evaluate the integral :- I = ∫e5x+3 dx Substitute    u = 5x+3du = 5 dxdx = du5

Q: dx ex te

A: Integration means addition it is used for adding continuous function which can't be added by simple…

Q: Find x.

A: The given triangle is as follows:

Q: Write a triple integral which computes the integral of the function f(x,y,z) = xz over the region R…

A:

Q: Evaluate dx -31 x a,

A:

Q: S S dydx

A: we need to evaluate integral of, ∫02∫03y3dydx

Q: 22 Evaluate S- dx. 3/2 +1

A:

Q: Inx .dx

A: Integration is the process of finding the anti-derivative function of the given function.…

Q: dx Jo V169 + x² 0.

A:

Q: 2 Væ2 – 3 dx V3

A:

Q: 1dx. x In x

A: Explanation: Given that, ∫1xlnxdx Suppose  u=lnxdu=1xdxdx=xdu now ∫1xlnxdx=∫xduxu…

Q: S xet dx

A: The solution of the given integral is xex - ex + C

Q: e coshxdx

A: Given:  ∫e2xcosh(x)dxWe know that    cosh(x)=ex+e-x2Then∫e2xcosh(x)dx=∫e2xex+e-x2dx…