rive a reduction formula for x" sin 2x dx, where n is an integer.

Q: 3 secx xp. 2+3 tan x

A: Solve the following

Q: √²³₁(−12xy² + 8x³y + 3)dxdy

A: LetWe have to evaluate the above integral.

Q: sin x dx 4 3 Show that -

A: The integration can be written as;

Q: · 153. •1 -1 (1 — x²) ³/²2 dr

A:

Q: ( 3x3 + 5x2 + 7x +4 dx. Evaluate x3 (x +1)

A: For the given indefinite integral, the first step in evaluation of this integral is:

Q: 5

A:

Q: Determine 3 sec(9x) tan (9x) dx

A: We have to determine the value of integral: ∫3 sec 9x tan 9x dx Solving given indefinite integral by…

Q: 5 sin x +3= -0.8

A:

Q: y = - 1.5 cos (3x -90) +0.5   what is the    a) period  b) amplitude  c) the phase shift

A: Since you have uploaded multiple part questions according to our guidelines we have solved the first…

Q: Salve for x if Arc tan (1- x) + Arc tan (1 + x) = Arc tan

A: Our Aim is to solve for 'x' if tan-11-x+tan-11+x=tan-1x -(i)

Q: -1x) dx

A:

Q: -1 L tsin(2t) 4

A: Given function is  Let f(t)= 1/4 tsin(2t)

Q: sin 2x V2 – cos 2x dx

A:

Q: 36" -dx V6* +3

A:

Q: Evaluate tan (7x +1) sec³(7x +

A: Given that: ∫tan5(7x+1).sec3(7x+1)dx

Q: 3 S (sin x)*.dx

A: Please refer the attached image for complete solution.

Q: 4, 8 sec3x tan5x dx

A:

Q: Evaluate S sint x dx 0.

A: Given :           ∫01 sin4 x dx   To evaluate the given integral :

Q: 2- S tan x dx.

A: Given integral is: I=∫0πtan x dx We have to evaluate this integral.

Q: 9. Simplify 2 + tan² sec² x - 1.

A: Simplify

Q: Sin (x-7/2₂

A: Sol we have trigonometry function

Q: -1 2 sinx dx

A:

Q: O USE PARTIAL FRACTIONS to find (x+4) dx メー4)

A: Let, I=∫x3+4x2−4xdx ⇒I=∫x2-4xx+4+16x+4x2−4xdx ⇒I=∫x+4+16x+4x2−4xdx ⇒I=∫x+4dx+∫16x+4x2−4xdx…

Q: ∫013 -1/(1+2x)2/3 dx

A:

Q: (5x+sin3(4x) + sin(4x³)) dx

A: use differentiation for finding the solution.