Cos' 0-Sin' e 2 Cos o

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

A: ∫ sin(x)cos(2x)sin(3x) dx

Q: sinx 4 COS x cos*. COS x

A: In this question, the concept of Integration is applied. Integration Integration is a method of…

Q: | sin 5x cos 2x dx

A: We'll answer the first question only since the exact one wasn't specified. Please submit a new…

Q: sin 6x cos 3x dx

A:

Q: 4. y = 5 cos 4x, 3rd derivative 5. y = 3 tan 3x, 2nd derivative %3D 5. y = 6 csc x, 2nd derivative

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Q: c) cos x tan x = sin x tanx %3D (Usx.SinzL (os x Sinc sinx cot x + = csc x - CSC X 1+cos x (e Sinzx…

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Q: 4 cos 4 cos dx () х3 sin3 4 - у4 - х dx

A: (1) using integration by substitution∫4 cos1x2x3 sin31x2 dxlet   sin1x2=udifferentiate both…

Q: 12 sinx Cos X=

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Q: 1 sec- x = cos

A: Given, sec-1x=cos-11x   Check it is True or False:

Q: 6. cos x(csc x secx) secx) cotx

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Q: cos(x) / 16 - sin2(x) dx

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Q: (cose+ tane) de / (sece + tan@sec2e) de cos e COS True (B) False

A: We have to find out

Q: cos 2x + 2 sin 2 x = _______

A: This question can be solved by applying the formula of cos2x cos2x=cos2x-sin2x

Q: sin (2.x) cos (3x) dx

A: Integration:

Q: sin 2x V2 – cos 2x dx

A:

Q: | (cos(3x) sin(x) – sin(3x) sin(x)) dæ

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Q: 4. sin2xcosx + sin x 1 xE[-27, Zn]

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Q: السؤال 4 lun cos (플ev)-

A: We have to choose the correct answer

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: Sin 5x Cos 4x dx

A: The given integral is ∫sin5xcos4xdx.

Q: sin(-æ) = - %3D V2 tan(x) = – %3D cos(x) csc(x) cot(x)

A:

Q: cos x sin x dx 4. sin 2x cos 2x dx

A: In some cases indefinite integrals can be converted to standard integrals using an appropriate…

Q: Find integral.

A: To find the integral  I = ∫sin10x cos x dx

Q: sin 2x cos 3х dx

A:

Q: 1-Sinx finel y 14 Sinx

A: Consider the given function, y=1-sinx1+sinx use the quotient rule of the differentiation which…

Q: S tanx 1+ COS X JX

A: Given problem:-  ∫tan(x)dx/(1+cos4(x))

Q: Si cos°(3x)sin (3x) – cos (3x) sin°(3x) dx

A: First we common out cos7(3x) sin7(3x) and then apply the formula cos2(3x)-sin2(3x)=cos(6x)

Q: 1. sin x sin 2x + cos x cos 2x = COS X

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Q: 3. sin 8x cos 8x dx s 2x sin 2x dx cos

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Q: 2 cos x+3 cos x=2 2 Cos²,

A: Given,   2 cos2x+3 cos x=2

Q: sin 0- cos 0 = V2

A:

Q: S sin(1 – 2x)sin(2x + 3)dx

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Q: \ cosx + sinxr cos³x + sin³x 3 3. 3. cos x – sin°x |dx 3. cosx + sinx cosx – sinr

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Q: sin 3x dr + 2y cos* 3x dy = 0 COS

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Q: sin 4x cos 3x sin 2x tan 3z dx

A: (NOTE- Since it seems to be a typo mistake so, assuming that in the given integral all the variables…

Q: 1+ cos x sin x 7. Verify: ¹ 11 csc x + cotx

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Q: 4 cos °x sin x dx 3x sin: 1/3

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Q: 1+ cosx + sinx sinx 1+cos X 2sec x 2csc x 2csc 2x 2sec 2x

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Q: Compute (sin (x)) dx cos'x 3 sin' x cos x O Not listed here 3 sin? x 3 sin x cos x

A: Given query is to find the derivative of the expression.

Q: 2 sin'x - cos x sin'x - (1 - sin'x) in*s) Rule ? %3D sin°x - 1 + sin´x Rule ? %3D = 2 sinx - 1 Rule…

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Q: sin(2x) dx cos(2x)+5 2x dx V3x +1 4 sec2(2x) dx ! 3(1-tan 2x)

A:

Q: sin . sin . cos x d. cosz tan E tanz 214 14

A: Given that,

Q: y = sin(2x) sin(x) + cos ( 2x) cos (x) COS %3D

A: Using the formula of cos(A-B)=cosAcosB+sinAsinB. Explanation is given below..

Q: cos 2x cos.x+ sin x xp-

A:

Q: dx 2 sin x - cOS X |tan+ 2 + V5| In 5 tan; + 2– V5 |tan+2-V5 + C + 2+ V5 2. + C In Option 1 O Option…

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Q: 3. у %3D tan1(sinh 2x) Зсosh-1 (csc) 4. у %3 CSC

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Q: sin(13z) sin(9z) dz

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

Q: secx-11-cos.x sinx secx +1

A: We have to prove

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.