Evaluate ſ tan2 2x sec 2x dx 4

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Q: dy tan5 2x sec4 2x %3D

A: NOTE: Refresh your page if you can't see any equations. . use the formula  ................(1)

Q: Evaluate the integrals

A: ∫xsec2(x)dxIntegrate by parts: ∫fg' = fg-∫f'gf=x, g' = sec2(x)f'=1, g=tan(x)=xtan(x)-∫tan(x)dx Now…

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Q: Find ∫(sec x/ tan2 x) dx.

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Q: :. Solve f eª sin(x)dx

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A: Indefinite integral: An integral which does not have any upper limit or lower limit of integration…

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A: Given integral is ∫ sec24x3-tan4x3dx.

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A: We will solve the problem

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A: Given, ∫x2sin3xdx  We have to find the integral.

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A: Given differential equation, 3y''-6y'+6y=exsecxy''-2y'+2y=13exsecx

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Q: Evaluate tan (7x+1) sec³(7x+1) dx .

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A: We need to evaluate integral.

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

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Q: Differentiate Sin(x2 +1)

A: Differentiate   Sin(x^2 +1)

Q: Find ∫sec x dx.

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Q: 4. tan'x seczx dx

A: To find: The integral of ∫tan7x·sec32xdx. Formula used: Power rule of integration: ∫xndx=xn+1n+1+C…

Q: csch (2 sin2x)dx 1. 1– 4x²

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Q: sec 3xtan3x dx

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A: ∫sec23-2x dx Put, 3-2x=t⇒0-21=dtdx⇒-2 dx=dt⇒dx=-dt2

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Q: =8) S sec°(x)tan(x)dx =

A: Given∫sec6⁡(x)tan⁡(x)dxLetI=∫sec6⁡(x)tan⁡(x)dxI=∫sec5⁡(x)sec⁡(x)tan⁡(x)dx  — (1)

Q: Evaluate tan (3x+1) sec³(3x+1) dx

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Q: 1. Evaluate 4 (sec²x tan²x ). dx

A: Use product rule of differentiation du·vdx=vdudx+udvdx. Use chain rule of differentiation…

Q: 1. Evaluate (sec²x tan²x ). dx

A: To find dsec2x tan2xdx Given function is y=sec2x tan2xwe know that, sec2x =1+tan2xthen…

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A: The given integral is ∫sec2x dx

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Q: Find ∫sec3 x dx.

A: We have to find the integration: ∫sec3 x dx Assuming, I=∫sec3 x dx Rewriting the above integral,…

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Q: Show that - dx /x²+2x+2 L- In(√5-2).

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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…

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A: According to Bartleby guidelines we can only solve 1 question

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Q: Evaluate tan (7x + 1) sec³(7x +1) dx -

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Q: dx хӀn(х) 1. Vy3 5 secx tan³x ||

A: Given that  1.y35=x lnxsecx tan3xfind dydx

Q: /is [sec2(x) – csc²(x)]dx Evaluate:

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Q: 4. sec 4x tan 4x dx

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Q: 5. Use 2- step substitution tan 4x sec² (4x) dx

A: To solve the integration

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

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A: We will start with the substitution, cos(5x+1) = t  And proceed as follows :

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Q: Find ∫sec4 3x tan3 3x dx.

A: ∫xndx=xn+1n+1+C

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