2х -1 -dx. x +3 Evaluate

Q: tanx V3+ts

A: According to the Leibniz rule, we have: ddx∫u(x)v(x)f(t)dt=f(v(x))·ddx[v(x)]-f(u(x))·ddx[u(x)]

Q: 1/3y-9=1/10y

A: Here given as 13y-9=110y Here y is not equal to 0 and 3.

Q: oB coser sec 2o -

A: To find the value of 2cosec20°sec20°

Q: x* + 10x dx

A: Evaluate the given integral as follows. Let u = x + 5 and du = dx and simplify as follows.

Q: dx Vx -9

A:

Q: -dx 2x3/2 — Зх2

A: Given : ∫x2x32-3x2dx ∫x2x32-3x2dx = -∫x3x2-2x32dx Now, let us solve ∫x3x2-2x32dx Let us take  u=x⇒…

Q: Evaluate 4x2 + 4x + 5 dx

A:

Q: -2e dx

A: Given : The integral is ∫ - 2 ex dx .

Q: đ = , b = , = , d = Find đ +?

A: Given,  a→ = 2, 4b→ = -3, 5c→ = 1, -4d→ = -5, -3 We have to find a→+ c→.

Q: @d (2x"+-Nx) ®d ceax. In (2x+5)) dx OS (X+3) dx

A:

Q: 7 + Vx + x dx

A:

Q: S dx 3 2 2X -4X-1) |

A:

Q: [[ 11 12 +3xydxdy Evaluate

A: Consider the given integral. I=∫01∫y1x2+3xydxdy

Q: || д хр -XS - 7

A: NOTE: Refresh your page if you can't see any equations. .

Q: Vz? – 25 4. -dz

A: use substitution method for solving the integral.