Integrate. cot(5x) dx

Q: x² dx %3D Use right endpoints and = 10 rectangles to find an approximation of

A: Given, Use the endpoints and n= 10 rectangles

Q: dx sin*x

A: We have to integrate.

Q: | (6x + 4) cos(3x +2) dx COS

A: Solving the given integral.

Q: Integrate by parts: e* cos (12x) dx

A: To find the integrate by parts (e3xcos(12x))dx

Q: Csx 7. J dx 5+sinx

A: We can  solve by using Antidifferentiation property

Q: dx 17. S√4e-2x-25

A: Given integral: ∫dx4e-2x-25.We need to evaluate the integral.

Q: 1). § x²e5* dx (Integration by Parts)

A: ∫x2e5xdxIntegrate by parts ∫fg'=fg-∫f'gf=x2,g'=e5xf'=2x,g=e5x5=x2e5x5-∫2xe5x5dxIntegrate by parts to…

Q: 32. Vx arctan x/2 dx

A:

Q: 27 (" Vsin 2x dx = ?

A: Let  I = ∫02πsin22xdx After applying exponent rule a2=a, we can write  I=∫02πsin2xdx Now we need to…

Q: evalua te the integra x?4 dx Conve or D-

A: The given integral is ∫x2-4xdx. Apply trigonometric substitution: x=2secu⇒dx=2secutanudu Now,…

Q: It is known that dx Compute . Simplify the final answer. 2х-у dx

A:

Q: Find Jxe* dx use parts

A:

Q: х" In x dx

A: ∫xn ln x dx         We know that the formula for Integrate by parts is…

Q: 1(siny) dx dy = %3D

A:

Q: a) Find for 5x² – x³ sin y + 5e*y = 10 dx

A:

Q: e3 sin(5x) dx %3D

A:

Q: Sx sin(3x – 2) dx |

A: The given integral is ∫xsin3x-2dx To solve the integral

Q: sec² x dx 1– 16 tan? x

A: Consider the integration: ∫sec2x1-16tan2xdx…

Q: Integrate x sin(x)dx

A: We need to evaluate the following integral I = ∫x sinx2dx…

Q: Find fe2" sin(2x)dx

A:

Q: This is a calc 3 question    change the order of integration to dx dy dz

A: The given region of integration is bounded by all three axis and the plane:  x + y + z = 4.

Q: x'dx √√x(1-x)

A:

Q: 1. dx x-19-x

A: Given :∫dxx49-x2

Q: 1. dx てナメてナて

A: We have to evaluate the integral

Q: Evaluate the integral.

A: Given: ∫01 tan-1x1+x2 dx To find: Value of the integral.

Q: dx is approximately

A: The midpoint rule uses the midpoints of a subinterval:

Q: Se³x cos (2x) dx 3x

A:

Q: | 7x°(x - 5)-4 dx

A:

Q: 1 dx(give work clearly with full explanations) find (2x+5)²

A: We have to find the integral of the given expression   The given expression is    ∫1∞1(2x+5)2dx

Q: Use an appropriate substitution to integrate Jaco 24xcos (x²-2) dx

A:

Q: for the equation dx ecosh-(x) = In(x) sinh-(y) Find %3D

A: Using differentiation of   product rule and implicit differentiation,

Q: dx cot 2x cos 2x 4,

A:

Q: 1 (a) dx, (22 – 8x + 15)i

A:

Q: Jntegrate 0 sin3x Cos?x dx

A: “Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: Evaluate: 4e-2* dx. Show your work!

A: Please refer the attached image for complete solution.

Q: re? e3 1 dx dy dz xyz

A:

Q: .2 x² arctan(3x) dx %3D

A:

Q: | arctan x dx=?

A: We evaluate given integral

Q: Integrate by parts    16X^3 tan^-1(4X) dx

A: To integrate the following function by integration by parts.   f(x) = 16x3 tan-1(4x).

Q: Find the intergral of i. SVīdx ii. (x - 1)dx

A: According to Bartley guidelines I have, to solve only first question so repost the problem for…

Q: find dy/dx. do not simplify with exception of multiplication of numbersy=5/2x^6 -2/x +6x^1/3 +pi^4

A: Consider the given function and differentiate with w.r.t. x.

Q: sin(3x)]dx

A:

Q: Cos (Jx) dx

A:

Q: Salve the DE Y- 2 y'+ sy=ě sine 2X

A:

Q: | cos x dx ile ( Jcos x| dx

A:

Q: I. Power Formula cosh3x dx 1. S (1+2sinh3x)5 tanx dx 2. S (1+Iпcosx)2 3

A:

Q: 3. | In(x?) dx 1

A:

Q: x sinxdx (Tic-Toc-Toe)

A:

Q: 18. f (x+9)dx x²+6x+25

A:

Q: 1 dx, x3 – 1 (b)

A: a3-b3=(a-b)(a2+ab+b2) first we will do then partial fraction then calculate the integration.