| sin 5x sin xdx

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Q: sin 6x cos 3x dx

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Q: Differentiate. y = In Sin x  - 1/2Sin2 x

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Q: | (5cotx – sin x) csc² x dx

A: Given integral is: ∫5cotx-sinxcsc2xdx Rewriting the integral:…

Q: 5. Evaluate dz (sin(x*)).

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Q: Find [(x- sin(2x)) dx

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Q: sin S S. cossx (3-2secs)

A: The given integral is ∫sin 5xcos2(5x)3-2sec(5x)dx The derivative formula is ddx(sec ax)=atan…

Q: x sin 4x2 dx

A: Integration is a process of finding the antiderivative of a function. There are basically two types…

Q: [x² sin 3xdx

A: By Parts Method: ∫u(x)v(x)dx=u(x)∫v(x)dx-∫dudx∫v(x)dx ∫sin3xdx=-cos3x3∫cos3xdx=sin3x3

Q: 1-S 1-sinx dx 1-sin?x -sin²x

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

Q: |(sin 3x + cos 2x) dx

A: Definition used -                                (a+b)2=a2+2ab+b2…

Q: Differentiate sin (x2 + x) with respect to x.

A: The given function is, y=sinx2+x. The objective is to differentiate the function y=sinx2+x with…

Q: Find ∫x3 sin x dx.

A: We will solve it using Integration by parts: The formula:                           ∫uv=u∫v-∫ddxu∫v…

Q: sin 3x dx 3-10cos3x 10.

A:

Q: S √√sinx sin x cos xdx

A:

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: sin(2x) cos(2x) dx 1+ cos(4x)

A: The complex form of integral can be converted to simple integral using integration by substitution…

Q: (³² sin æcosx tan³ xcot³ x sec xcscx dx

A:

Q: 2 sin2x + sin x -1 =0

A: To Determine: Solve this equation:

Q: ∫sin(2x)^4 dx

A: Given : To evaluate ∫sin(2x)^4 dx

Q: Differentiate Sin(x2 +1)

A: Differentiate   Sin(x^2 +1)

Q: Sin 5x Cos 4x dx

A: The given integral is ∫sin5xcos4xdx.

Q: (3) csc¯'x = sin X 1/

A:

Q: Evaluate ∫ 3x2 sin(x3) dx.

A: To evaluate the integral  ∫3x2 sinx3 dx

Q: Find Dg sin° (7x). 3

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Q: 2x sin-1(x²)dx =

A: This question is taken from the indefinite integral in which we have to choose the correct option…

Q: 12 Sin xdx

A: Given: ∫0π2sin12x dx

Q: Evaluate : e2x sin3x dx

A: Introduction :

Q: lima sin(1/x) x→0

A: Using squeeze theorem

Q: Evaluate the integral.

A: Given integral is ∫sin2xdx1+cos2x. Consider a=1+cos2x. Then da=-2cosxsinxdxdx=da-sin2x

Q: sin x dx. x + 4x +5 8. 8.

A: Use the rule, ∫ uv dx=u∫v-∫ddxu·∫v dxdx to evaluate the given integration.

Q: | sin´x-cos²x dx

A:

Q: S sin*3xcos*3xdx

A:

Q: 2) Evaluate: |x sin5x dx

A: The integration of xsin5x.

Q: sin 5x cos 3x dx

A:

Q: [x* sin 3.xdx

A: Note that, according to Bartleby guidelines, we can answer only the first question in the case of…

Q: Evaluate sin (4x) dx

A:

Q: 1– sin 2x

A: We have given (sin x – cos x)2 = 1 – sin 2x

Q: -sin xdx

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Q: Find Dx (sin4 x).

A: we have to find the value of Dxsin4x

Q: Number 17

A: First we break sin^3 x in sin^2x*sin x, and then we replace sin^2 x by 1-cos^2 x.THen in the next…

Q: Find 6x2 sin x3 dx

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Q: sin (2x)dz

A: Given ∫e6xsin2xdx

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Q: 4 | sin xdx

A: We have to find the definite integral

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Q: Differentiate sin(x2 + ex) with respect to x.

A: