A. sin(3x) dx

Q: S tan 1x dx

A:

Q: S sinx cosx dx

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Q: TT dx 3 1-sin x 4

A: Devide the Numerator and Denominator by Cosx and do the further calculation.

Q: Find  d/dx (sin-12x)

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Q: 6x? sin x' dx

A:

Q: sin(l nx)dx = ?

A: According to the given information, it is required to solve the given integral.

Q: 4 sin“ dx

A:

Q: Pined dy / dxメ メ+ tan (Xり) = 0

A:

Q: TX sin dx

A:

Q: Evaluate. S(sin x)e* dx

A:

Q: 2x fe²x sinx dx

A: Using integration by part.

Q: d Find dx (sin? (In x)]

A: We can solve the given problem using chain rule of derivative. According to the Bartleby guidelines…

Q: se*cosx dx e-sinx

A: Let sinx = u then cosxdx = du

Q: d/dx sin x

A: d/dx sin(x)

Q: (3 S sin xdx

A: Note: "Since you have asked multiple questions, we will solve the first question for you. If you…

Q: b. x sin 2x dx

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Q: Seax sin bx dx

A:

Q: , I- Se* . sinh 2x dx

A: Since you have posted more than one question, we solve the first one for you. For the remaining…

Q: 1. x sin dx

A: As per our guidelines we are allowed to do 1 question at a time. Please post other questions next…

Q: (b) ( cosx) = -sinx dx

A: To Determine: find the derivative of cosx Given: we have a function cosx Explanation: we have a…

Q: y tn Sin5x

A: Since you have asked multiple questions in a single request so we will be answering only first…

Q: 5. Sx? cos 6x3 dx %3D

A: We have to evaluate the given integral by using theorems of antidifferentiation.

Q: 2TT Sin nx dx

A:

Q: S COSA Sin 2X. C dx

A: We have to find integration

Q: S sin 2xcos5dx

A:

Q: dx A. 1+cosx

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Q: 18) iox dx Sin

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Q: What is sin x ? dx

A: We know that ddxf(x) = limh→0f(x+h)-f(x)h

Q: m) -dx 1+sin(2x)

A:

Q: dy/dx of pi

A: pi is a constant.It has value 3.14 approx.

Q: S tan 2x dx

A: Consider the given integration. I=∫tan2x dx Use trigonometric identity. tan2x=sin2xcos2x So,…

Q: 10. ſ sinx tan(cosx) dx

A: In this question, we need to integrate using the substitution method.

Q: dx (1–sin x)?

A:

Q: -S * sin ´sin sin (e*) dx

A: we have to integrate

Q: S Arctan2x dx

A: This is to be solved by the technique called integration by parts

Q: 5) [ e sin e dx

A: Topic = Integration   As per guidelines , At  a time only one question can be answered.

Q: S sin2xsecx dx

A: LetI=∫0πsin2xsecxdxI=∫0π2sin2xsecxdx+∫π2πsin2xsecxdxWe know that sin(2x)=2sin(x).cos(x)I=∫0π2secx·…

Q: a) S sin*x dx

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Q: 3. Sy sin 2x dxdy

A: we have to find integration

Q: find d^2/dx^2(sinx+cosx)

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Q: So sin(x)dx

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Q: S sinx dx

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Q: If y = 4x sin (5x), find Y a. dx

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Q: to dx 1-Sin(bx)

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Q: Solve (sin?3x)dy = dx

A: We have to solve the given expression    The given expression is   (sin2 3x) dy =dx

Q: S cos 8x dx

A:

Q: 6x 3x SeoX sin e dx

A: First apply substitution method then U.V formula of integration