Sec tan (5x) dx

Q: 6x sec(x) tan(x)dx

A:

Q: sec x dx

A: We will evaluate the given integral as shown below we will apply reduction formula to solve the…

Q: √ √tan tan x dx

A: To evaluate the given integral using any appropriate substitution method. ∫tanxdx Here following…

Q: | tan' x · Sec'x dx °x.dx

A: Integration is summation of discrete data. The integral is calculated for the functions to find…

Q: sec dx 3 (4 – tan"x) 2

A:

Q: sec' x dx 1– tan x

A: We will find the integral as following.

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

A:

Q: dx 2. 2 - sinx

A:

Q: sec2 () dx x3

A:

Q: | sec x tan° x dx

A: on solving with substitution method we will get

Q: tan2x 3-f dx √cos2x

A:

Q: sec°x tanxr dx

A: Since you have asked multiple question,as per our guidelines we are supposed to answer only one…

Q: d (sec x) show that secx tan x. dx

A:

Q: sec2 3x dx J tan²3x-3 tan3x+2

A:

Q: sec 5x tan 5x dx

A:

Q: dy (sec x)- = ev+sin x

A: We can solve the given differtial equation using veriable separable method.

Q: sin (x² 3/2 +2)dx

A: See the details solution in below

Q: sec*x dx

A:

Q: tan x - dx 2 sec x – tan x 2.

A: Topic:- integration

Q: u) sec(2-x)tan(2-x)dx

A: To evaluate ∫sec2-xtan2-xdx

Q: Evaluate the integrals

A: Since you have posted multiple questions, as per our policy we will answer first question. Please…

Q: tan x e sec x dx

A: Given,  ∫0π4etan x sec2 x dx

Q: P3: tan 3x sec 3x dx

A:

Q: tan (2x)sec (2x)dx 3

A:

Q: tan x sec' x dX

A:

Q: sec (x) e sin (x) dx ços x)

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

Q: (tan 4x + sec 3x) dx

A: Answer is mentioned below

Q: ∫sec^2(x)dx

A: The given integral is ∫sec2x dx

Q: | tan x sec* x dx

A:

Q: sec' x dx 1- tar

A: We use Trigonometry substitution method

Q: sec(2x)cot(2x) dx sin(x)cos(x)

A:

Q: a. secx dx /In(secx + tan x)

A:

Q: sec x tan x dx 9+4se ²x 2.

A: We have to evaluate the integral: ∫sec x tan x9+4 sec2 xdx Solving the given integral by…

Q: (sec x + tan x)² dx

A: It is basic integration problem  First I have used whole square formula then integrate.

Q: cosh-1 x dx CO: хах

A: Let the given integral be y - y = ∫cosh-1x dx y = ∫cosh-1x1 dxIntegrating by parts - y =…

Q: | tan (x) cos (x) dx

A:

Q: S(sec x tan x + 9x*)dx

A: The integral ∫secxtanx+9x8dx can be calculated as, ∫secxtanx+9x8dx =∫secxtanxdx+∫9x8dx…

Q: tan 2x sec' n²2x sec 2x dx

A: Evaluate: ∫tan22xsec52xdx

Q: S sec³ x+esin sec x - dx

A:

Q: tan2(x) sec2(x) dx

A: Given,

Q: |(sec (x)) dx

A:

Q: sec² (x) tan° (x)dx

A:

Q: (tan"Vx ) (sec²/x) dx Evaluate

A:

Q: tan-x dx

A:

Q: P3: | tan3 3x sec 3x dx

A: To evaluate: I=∫tan33x sec63x dx Substitute 3x=u⇒3dx=du⇒dx=du3 then: I=∫tan3u sec6u du3=13∫sec5u…

Q: sec x dx VIn(sec x + tan x

A:

Q: sec x - cos r cos r tanx

A: Given: secx-cosxtanx Identity used: secx=1cosxtanx=sinxcosxsin2x=1-cos2x

Q: (sec 2x + tan 2x) dx

A: