Integrate x cos(2x^2+7) dx. Select the correct response: O sin (2x^2+ 7) + C

Q: Differentiate (a) y − sin(x2) and (b) y − sin2x.

A:

Q: Integrate cosx dx cos (x -a)

A:

Q: dx 3 cos x+2 sin x-5

A: This integral can be solved by using the trigonometric formulas of sinx and cosx in terms of…

Q: Differentiate y=(1-cosx)/sinx

A:

Q: Describe the method used to integrate sin² x.

A: The process to find the integration of sin3x is to write in a way through which its differential can…

Q: 23 dx V25 – x2

A: We integrate the function using trigonometry substitution.

Q: Integrate (sinx + cos^2x)^3 dx

A: To evaluate: ∫sinx + cos2x3dx Let I = ∫sinx + cos2x3dx ⇒I =…

Q: Evaluate cos √6x dx using a substitution followed by integration by parts.

A:

Q: Prompts Ssin(3x)sin(4x)dx

A:

Q: 2x sin- (x2) dæ dar 0,

A:

Q: 4. sin 4x cos 3x sin 2x tan 3z dx

A: Given, I=∫sin4xcos3xsin2xtan3zdx I=tan3z∫sin4xcos3xsin2xdx now solve this integration we know,…

Q: Integrate tan -1 x dx without using integration by parts.

A: We will find the solution in the following step.

Q: sin 2ydy 4 – 3 cos 2y

A:

Q: Calculate f 6 sinx cos² x dx.

A:

Q: Differentiate y=(1-cosx)/sin2x

A:

Q: [ cos² 2x sin² 2x dx

A:

Q: Solve f 4x cos(3x) dx using Integration by Parts.

A: This is based on integration by parts

Q: Integrate Sin (1-2 In v)

A: The detailed solution is given below Thank you

Q: = (a) Evaluate S cosx sinx V1 – sin4x dx. -

A: Given∫cosxsinx1-sin4xdx

Q: Q No 4) Integrate S cosec³xdx . AND also Find F sin10xdx

A:

Q: Integrate (three) of th 1) f sin6x cos3x dx

A:

Q: Differentiate y=(sinx)2(sin-1x)2

A:

Q: [3-v5 (2v7 dx sin(2x)

A: According to the definition, if dFdx=f(x), then ∫f(x)dx=F(x). The function f(x) is called the…

Q: S sin³x dx

A: Let's recall the formula underlying integration by parts:

Q: I3Jsin'x cos x dx .6,

A:

Q: find the integration of 1/(sinx*√(sin(2x))) .dx

A: Let's find.

Q: sin $3xcos 3x dx

A:

Q: sin“ (x)dx 4

A:

Q: 23. cos (3z + 4) dz 25. sec2 (3x + 2) dx

A: A

Q: Evaluate 1- cos X dx. 2 1- cos x dx = %xp 2

A:

Q: Jz sin 0 do 2

A:

Q: sin4x S V cos4x + 1 dx

A:

Q: Use integration by parts to find, x cos2x dx 프2

A: Consider the given integral which is required to solve using integration by parts.

Q: integrate [(x csc^2 (2x) - x cos (2x)] dx

A: Given problem:-  ∫ [(x csc2(2x) - xcos(2x)] dx

Q: integrate 1/(sin^2(3x) dx

A:

Q: Perform the integration:[-cos 6x0dx tanx-x+C 1+cos 6x A. c. tan3x-x+C B. --tanx-x+C D. tan3x-x+C

A:

Q: Integrate tanx+cosx-sin2x=1

A:

Q: 2. Differentiate y = /sin(x² + 3)cosx

A:

Q: 1. y=1+sinx 2. y=(1/6)cosx 3. y=cosx+2

A:

Q: Find dy/dx if sin-(4y²) = 8x² – 5y3 Answer: Find dy/dx if tan- (xy²) = 3x² – 5y² Answer:

A:

Q: 2. S CoSx+sinx-1

A:

Q: 4. EVALVATE | sin4x vos5x dx

A:

Q: 2cosx dx 2 1+(sinx)²

A: Please refer the attached image for complete solution.

Q: Find F(-1). 2e3t sin (2t) – 3e3t cos (2t) COS Round-off to 1 decimal place.

A:

Q: Solve f 8x cos(7x) dx using Integration by Parts.

A:

Q: Find ∫ sin 2x/( 2 + cos x) dx.

A: The integral is ∫sin2x2+cosxdx.

Q: What is the antiderivative of sec2(5x)dx from pi/20 to -pi/20?

A:

Q: = Evaluate Se cos 3x dx using integration by parts method.

A: Given,          ∫e-3xcos3xdx