The following improper integral (x² - 1)e***dx

Q: e dx -5

A: Given : ∫-55edx

Q: 1. Evaluate the integral using integration by parts 75/2 In x dx

A: The formula for integration by parts is Let, That implies,

Q: |x-4|dx

A:

Q: Evaluate the definite integral S (1+ 2x) dx using Riemann sum.

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Q: 5. Find the definite integral of: a) fr (2cosx – 3sinx)dx

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Q: ) 「ざs")dx

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Q: Evaluate the integrals in ∫x(ln 2)-1 dx

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Q: The following improper integral (7x-5) dx (x+3)(x²-x+1)

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Q: 9. Find the integral, using u substituti x-(1-3x²)*dx a.

A: SINCE YOU HAVE ASKED MULTIPLE QUESTIONS IN SINGLE REQUEST, WE WILL BE ANSWERING ONLY THE FIRST…

Q: Evaluate the integrals

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Q: Evaluate the integral In(x) le2 x[ln4(x)-1] e3

A: The integration of the integral is  ln(x)/[x(ln4x -1)] limit from e2 to e3.

Q: evaluate the integral from 1 to 3 of 4/x^3 dx

A: Given: ∫134x3dx

Q: Evaluate the improper integral: e-X dx

A: Since you have asked multiple questions in a single request, we would be answering only the first…

Q: Evaluate the improper integral, 5 if exists : dx (5 – x)3

A:

Q: 2. Determine whether the following integral is convergent or divergent. Do not guess! 4 dx x2 – x -…

A: To determine whether the following integral is convergent or divergent.∫04dxx2-x-2

Q: Evaluate the improper integral if it exists 1 dxp:

A: We have to use properties of integration.

Q: Compute the value of the following improper integral. If it converges, enter its value. Enter…

A: The given integral is: I=∫2∞dx(2x-2)2 Substitute 2x-2=u⇒2dx=du⇒dx=du2As x→2⇒u→2as x→∞⇒u→∞ Therefore,…

Q: -dx 8.

A: evaluate the given integrals ∫x2+4x2dx∫1xxdx

Q: Find the indefinite integral L 교리ln(2x)dz 4 O In(4) O None of the Above

A:

Q: Find the indefinite integral. S-x² + sin x – 3* dx | In |x| – - 3* + C COS X - 3 In 3

A: detailed solution is given below

Q: Compute integral below with the use of substitution. eð 1 -dx x In° x

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Q: .1 In x dx ха: -1

A:

Q: The following improper integral S (7x-5) -dx (x+3)(x²-x+1)

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Q: 19. Use Simpson's rule with n=8 to estimate the following integral. Estimate your error. So5-4 cos.x…

A: Given integral can be evaluated by using Simpson's rule with n=8 as shown below

Q: S 10x(1 - x)5 dx

A:

Q: Approximate the integral from 1 to -3 of e-x dx using four equal subintervals.

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Q: Evaluate the integral 4х + 5 dx. 3 - x2

A: To find the integral

Q: Evaluate the integral using the methods covered in the text so far:                    ∫ (7 − e10x)…

A: Here we have to evaluate I=∫(7-e10x)dx

Q: (x-1)* dx

A:

Q: Find the integral. 5sinh x -dx 1+cosh x

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Q: Evaluate the integrals that converge: 3 dx 2x ! b) | a) dx (x² + 5)³ 3 – x -00

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Q: Evaluate the integral: S (in ce) dx = (8 ln(x))²dx 2 (x8) ( ×

A: Evaluate ∫lnx82dx=?

Q: Evaluate the integrals

A: ∫1e1x(1+7 ln x)-13dx

Q: 24. dx AX

A:

Q: Evaluate the integral. (In(x))² x3 dx

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Q: 4. Evaluate the integral: In6 -2x + sinh 2x|dx e2x + e-2x

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Q: Compute the value of the following improper integral, if it converges. (If it diverges, enter oo if…

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Q: Evaluate the improper integral. x In6x dx 0.

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Q: Evaluate the integral, if it exists.

A: Given: An integral ∫03|x2-4|dx x2-4>0, for x≥2 x2-4<0 for x<2 Thus,…

Q: Evaluate the integrals in ∫tan x ln (cos x) dx

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Q: Use Simpson’s Rule with n=4 to approximate the integral 8∫0√xdx.

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Q: Evaluate the integrals

A: Given: ∫24xπ-1dx

Q: Evaluate the integral that converge dx (2x- 1)3

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Q: Which of the following integral is th

A: Given, Where R is the trapezoidal region with vertices and . The transformation is,

Q: 6 Evaluate the improper integral, if exists : dx (5 – x)3 -00

A:

Q: 1 X° - 1 - dx In x ах

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

Q: Evaluate the definite integral S (1 + 2x) dx using Riemann sum.

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Q: Evaluate the improper integral if it is convergent. (If it is divergent, type DIVERGENT 7e e-x/2 dx…

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Q: Determine the following indefinite integral. S ex 400-e2x dx, x> In 20

A: Given, ∫ex400-e2xdx

Q: In x dx

A: To Solve for the integral