16. cot x csc x dx

Q: tan EX dx

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Q: 5. ſ cotx(cotx + cscx – sinx)dx

A: Hey, since there are multiple questions posted, we will answer first question. If you want any…

Q: csc x cot x dx 4

A: To find:

Q: 4. Y=cot (1+e*)

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Q: 2. | csch´x coth x dx

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Q: 44. y" +y = secr· csc x

A: Consider the equation, Let the homogeneous equation is The standard form of this equation is The…

Q: Differentiate y = csc x(x +cot x) y' =

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Q: [3 cot.xsin x dk а.

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Q: cot NX dx

A: Introduction: The process of determining the area of the region under the curve is known as…

Q: 2. ſ csc(x) cot(x)dx csc(x) + c = –

A: From the given integration: 2). I=∫cscxcotxdx   ...1

Q: 4 |cot x| csc? x dx 2 CsC 4

A: The given integral is ∫π43π4 cotxcsc2xdx.   It is evaluated as follows:   First, eliminate the…

Q: et cot (el - 9)dt

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Q: S( sc x cot x + 5x4)dx

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Q: 4. y = tan(x + a), , where 2x

A: You are asked for multiple questions. As per our guideline we can do only one. Please repost others.

Q: 32. Vx arctan x/2 dx

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Q: Find and simplify th. dx cot x 1. y = 1+ cotx

A: Since you have asked multiple question As per our policy, we will solve the first question for you.…

Q: iii. Sx coth-x dx.

A: (III) Apply the integral by parts rule, ∫u.vdx=u∫vdx-∫dudx.∫vdxdx Here, u = x and v=coth-1(x) As we…

Q: 4 3. |cot x| csc2 x dx

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Q: Encuentre y" si y x² + 1

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Q: Lo arctan(x)dx

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Q: 2. Find [cot (x)sin* (x)dx

A: First simplify then integrate

Q: 5.) y=cot(4(x+))-1

A: The function for the graph is y=cot4x+π8-1.

Q: 6 7. S 36+x² dx

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Q: Зу" — бу' + 6у%3D е' sec x

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

Q: 18) S cot z + 2 dz 2 Csc Z +

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Q: 2. I cosh ix dx

A: The given integral is ∫cos14xdx. Evaluate the integral.

Q: 2. cot2 x dx

A: Given- ∫cot2x dx To Find- The value of the above integral. Formula Used- cosec2θ=1+cot2θ

Q: Differentiate y = csc x(x + cot x). ||

A: Differentiate the following

Q: cot z dz

A: Cauchy goursat theorem: If a function f is analytic at all points in D and on a simple closed…

Q: b) y = – cot (x) + 2

A: The flip of a function is defined when the graph of the function is reflected about the x-axis. The…

Q: evaluate the integrals

A: Substitute x=cos θ⇒dx=-sin θ dθ

Q: S 4 sec(x) tan(x) dx

A: We will use standard formula here

Q: S tan(x) dx

A: We have to find integration of tan(x) in the given question.

Q: 3) Se-*.cosh(2x) dx

A: cosine hyperbolic function we can write in terms of exponential function Coshx= [e^(x)+ e^(-x)]/2

Q: 3. Stan tan³ 3x sec ¹ 3x dx

A: As per our company guidelines, we are supposed to answer only one question. Kindly post other…

Q: 2. y In csc 3x – cot 3x| CS %3D

A: Given:- y = ln|csc(3x) - cot(3x)| To find:- Derivative of y

Q: Evaluate cot³ x csc x dx SC

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Q: S tan° 4x seco 4x dx а.

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Q: S(csc х cot x — сoS x) dx

A: Given :               Int ( csc x cot x - cos x ) dx

Q: S tan“ x sec“ x dx

A: Given query is to find the value of the integral.

Q: I (sin h 5t *cost)

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Q: Differentiate y = csc x(x + cot x).

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Q: 1 cot³ x dx =

A: To solve the given integral.

Q: S cot*xcsc*x dx

A: The given integral is ∫cot3 x csc4 x dx. Integrate as follows. ∫cot4 x csc4 x dx =∫cot4 x cot2+1…

Q: 3 cSC x cot x dx

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Q: 4 2 |cot x| csc? x dx 4

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Q: cot'(2) dx x+2 w.

A: Apply the identity cot2θ=csc2θ-1. So, ∫cot2x+23dx=∫csc2x+23dx-∫dx Consider ∫csc2x+23dx, Take…

Q: 1). L,(3 – x)² dx

A: The given definite integral is ∫-123-x2 dx

Q: 1 dy 1+ tan y 8.

A: