If  arcsin(x) = 1.25  then  arcsin(-x) = ?

Q: 1. Dx[arcsin(2x + 1)]

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Q: Integrate cosx dx cos (x -a)

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Q: show how to use integration byparts to find integration (arcsin x)^2 dx

A: Let I=Arcsin x2 This can also be written as: I=sin-1x2 Now if we want to integrate above function we…

Q: السؤال 3 -Sec2 (). dx tan (5). · dz O ). de tan tan . da O ). dz O tan

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Q: y=(sinx)arctanx

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Q: ( sinh3x cosh³x dx

A: Consider the integration as I=∫sinh3xcosh3xdx

Q: How does the graph of y = -2 sin x differ from the graph of y = sin x?

A: we know that  sinx∈-1,1

Q: Show that  arctan(sinh x) = arcsin(tanh x).

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Q: I-Shinx dx Ig-/sin'xdx 2-x2 dx

A: We have to evaluate the above integrals. NOTE - According to our guidelines we have to answer only…

Q: Find [sinh-(cotx)] and simplify completely. d dx

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Q: 4) Solve for x : arcsin x = arctan

A: arc sin(x) = arc tan(4/3) =>sin-1(x) = tan-1(4/3)

Q: Solve the equation for x. arccos x = arcsec x

A: Concept: Calculus involves the study of rate of change, which is used to calculate the objects which…

Q: 1- Y= sin( coshx log, 2 )

A: Given: 1-y=sincoshx log22

Q: coshx 5) dx ++sinh²x

A: Some of the important formulas  d(sinh x)dx=cosh x ∫1a2+x2 dx=ln x+a2+x2 +C

Q: cos x- sin dx 1- sin 2x

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Q: of degree 2 )dx is equal

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Q: Evaluate ſ sin³ 2x dx

A: This integral can be solved by two methods: 1. By using substitution method 2. By using…

Q: 4 sin-lx dx X.

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Q: Solve S(cosa{x – +)<(1 + +) dx -

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Q: Prove that 2 arcsin (x) = arccos (1-2x2) for XE (0, )

A: arccos1-2x2 Put x=sinθ, we get arccos1-2x2=arccos1-2sin2θ=arccoscos2θ      ∵cos2x=1-2sin2x=2θ=2…

Q: Evaluate x sin (5x)dx x sin (5x)dx=

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

Q: | sin³(18x) dx =

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Q: Solve the equation for x  arcsin√2x = arccos√x

A: The given equation is sin-12x=cos-1x

Q: #4 tan lun sec x dx 4.

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Q: sin3x dx 1+ tanx

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

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Q: Compute for the arcsinx dx

A: NOTE: As per our guidelines, I have solved one problem. If you want the answers of rest, kindly post…

Q: Ssec*x (Vtan²x + 1) 2. 4 sec' x tan3, dx

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Q: 2x y = Arc sec 3

A: We will use the formula of derivative of arc secx to solve this question.

Q: (5x+sin3(4x) + sin(4x³)) dx

A: use differentiation for finding the solution.

Q: a. arcsin x dx

A: Our Aim is to evaluate the integral given below:-∫01 sin-1 (x) dx -(i)

Q: S(arcsin 2x)²dx

A: Given that a integration of (arcsin2x)2. We solve this integration by using general formula of the…

Q: arcsin(4x) arccos (x)

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Q: ∫cos(15x)cos(4x)dx

A: Integration and differentiation can be considered as inverses of each other. Integration is mainly…

Q: -22 (sinhx+coshx) dx

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Q: [(csc 2x log tan x) + (sin 3x cos 3x)]dx

A: Given  The integration is ∫-π6π4csc(2xlog(tan x) +(sin 3x cos 3x)  dx

Q: What is ∫ tan x dx?

A: Integration

Q: | arctan x dx=?

A: We evaluate given integral

Q: -sin xdx

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Q: Se-Ax .sinh(2x) dx

A: We know, sinh(x)=ex-e-x2

Q: sin (2x)dz

A: Given ∫e6xsin2xdx

Q: Differentiate.   y =  Sin -1(ex)

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Q: 1 - Sin 2X dx くDSX -sinx

A: We have ∫1- Sin2xCosx - Sinxdx   here the given function can't intigrated directly we need to first…

Q: sinx find: - dx 3 cos2x +1

A: find ∫sinxcos2x+13 dx first lets simplify it and then find the integral

Q: sinx dx (cosx)2+cosx-2

A: Use substitution method:  Substitute cosx =t

Q: Evaluate 1 -dx 1- sin x

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Q: —2х Se-2x sin 3x dx

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Q: Evaluate  ∞  ∫ tan^-1 (x) dx  -∞

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Q: Use reduction formula to evaluate: cos rdr. ædx. Use reduction formula to evaluate: | sinº rdr.

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Q: Evaluate sin(ln æ) dx .

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