Evaluate the indefinite integral: S 5e5" sin(e5) dæ

Q: Find the integral by using substitution: S(2sec?x) (tan(x) +3)dx

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Q: sec 0 tan 0 cos(sec 0) d0

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Q: In the given equation/s as follows , find the indefinite integral:-   vSee the quaetion as attached…

A: We know that, if, y=arcsecx then, x=secy. We use the above substitution to find the given integral.

Q: Evaluate the following integral using trigonometric substitution. 5x? dx (81 + x)?

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Q: Evaluate the indefinite integral: du + C.

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Q: Express the integral in terms of the variable u, but do not evaluate it. e16 In x dx; = In x rel6 In…

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Q: Find the indefinite integral using the substitution x = 5 sec θ.

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Q: evaluate the indefinite integral.

A: Given integral:

Q: Use the definition of the definite integral to evaluate: + 6х +1)dx

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Q: Evaluate the following integral (b) / cosh" x sinh x dx (4 + sinh? x)²

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Q: Ja* dx

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Q: Evaluate the following integral using trigonometric substitution. 7x dx (36 + x²)?

A: Then we integrate by substitution

Q: Complete the table to find the indefinite integral.                                   Original…

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Q: Find the following indefinite integrals Vu+u du

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Q: . Evaluate the definite integral: Jo 1+ e2x ex dx.

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Q: Evaluate the indefinite integral. (Use C for the constant of i | sec?(e) tan°(e) de

A: Topic:- integration

Q: Evaluate the definite integral. Round your final answer to three decimals. 53 298, 512 dt t3 Vt? –…

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Q: Find the following indefinite integral. |(5sin(y) + 4sec(y)tan(y))dy

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Q: 10 Sin h (Ux)

A: we have to find integration

Q: Evaluate the indefinite integral given below. [6e¹tan (2) Gett 6e4 tan (2x) sec² (2x) dx

A: The given integral: ∫6e4 tan2xsec22xdx

Q: Evaluate the integral: So sin(x)dx *Input answer as decimal round-off to 2 decimal places.

A: We need to find the integral : ∫0πsin (x)dx

Q: Compute integral below with the use of substitution. Jo² (sin x)3 cos xdx Please write your answer…

A: The given integral is ∫0π2 sin x13cos x dx to find the integral value using integration by…

Q: et + dx

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Q: Determine a definite integral that represents the area. r = 3 cos(30) d0

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Q: 15 – 5 sin (z) ) dz

A: To solve the given indefinite  integral.

Q: Rewrite x sin (T – x) dx as the equivalent definite integral in terms of u, - but do not evaluate.…

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Q: Use substitution to evaluate the definite integral y(2y? – 3)°dy.

A: I hope that this solution will help you .Thankyou. Best regards.

Q: Evaluate the indefinite integral: (2a – 9a? +5) dx = %3D

A: Given,            ∫2x3-9x2+5dx

Q: calculate the integral in terms of the inverse hyperbolic functions.

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Q: s) Calculate the indefinite integral using Trigonometric Substitution. X [ dx +x²

A: This is a problem related to integral. Based on the trigonometric substitution we will answer the…

Q: Find the indefinite integral.

A: Given : ∫θtan2θ2dθ

Q: Find the indefinite integral.

A: Our Aim is to find the indefinite integral given below:-∫e-x tan (e-x) dx  -(i)

Q: 2 dx tanx 표4

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Q: e`1/x - dx x2

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Q: 7/2 tan x dx 0,

A: We need to evaluate the integral:∫0π2tanx dx

Q: Evaluate the definite integral. *T/3 sec(8) de

A: We have to find

Q: calculate the integral in terms of the inverse hyperbolic functions.

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Q: Find the indefinite integral ∫csc2 3t / cot 3t dt

A: Given: I=∫cosec23tcot3tdt for evaluating given integral, we substitute cot3t=x…

Q: - y = [sec(x)]3z

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Q: Find the following indefinite integrals Vu + u3 du

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Q: Evaluate the indefinite integral: (3e" + 6 sec? u) du: |+ C.

A: As per guide line we have

Q: Incardx (x)dx 4.

A: yes

Q: Use the substitution u =x +3 to evaluate the indefinite integral below. dx

A: Given Data: Integrand: ∫2xx2+35dx Substitution: u=x2+3 ......1 The derivative of equation (1) with…

Q: Evaluate the definite integral. NOTE: Enter the exact answer. | ti + t²³j|| dt = [

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Q: Determine the following indefinite integral.

A: The given integral ∫1+3cosθdθ

Q: *) dx x° tan(x .3 프4

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Q: Evaluate the indefinite integral, ſ cosh? x dx.

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Q: Evaluate the indefinite integral.

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Q: Find the indefinite integral. Check by differentiating. J15 e" du S15 e" du=|

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Q: Find the indefinite integral by using the substitution x = 4 tan(0). (Use C for the com 4x2 dx (16 +…

A: on solving this we get the