Evaluate the integral. 1 -dx J-3 (x + 6)(x² + 9) Answer:

Q: Evaluate the iterated integral. NOTE: Enter the exact answer. 64–x2 •124–x²-y² x dz dy dx -4+x²+y²

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Q: Evaluate the iterated integral. NOTE: Enter the exact answer. •1 dy dx -

A: We will solve the integration.

Q: Find the integral [((a+1)x+(b+1))((c+1)x+(a+2))*** dx .

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Q: 1. Which hyperbolic substitution can be used to evaluate the following integrals? dx (a) (b) Vx² +9…

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Q: Evaluate the integral. -1 6 sinx dx = 2 +C NOTE: Enter the exact answer in expanded form.

A: Given that: ∫6sin-1xdx

Q: Using an appropriate substitution, 8tan-1x the integral J dx equals: 1+x2

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Q: Evaluate the integral. NOTE: Enter the exact answer. 12 dy dx = lo (xy+ 1)²

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Q: Evaluate the integral. dx V9 +x? + 6M dx (Type an exact answer, using radicals as

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Q: Evaluate the iterated integral. 74 (x² - 2y²) dx dy

A: Given that a double integral we solve this integration by using general property of integration.…

Q: Evaluate the iterated integral -6x-x² xy dy dx, (x² + y?)3/2

A: Given: Now let us calculate the given iterated integral by using polar coordinates,…

Q: Evaluate the integral: S sinhxcosh(-x)dx Select one: 2cosh2z a. +C 5 b. h 3cosh2z + C sinh2z +C 4 C.…

A: Given:  Let I=∫sinh x cosh-x dx  To Find: To evaluate the given integral.

Q: dt t²-t+2 Find the integral of S-

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Q: Find a value of b > 0 that makes

A: Improper integral is a definite integral with either the lower limit as infinite, the upper limit as…

Q: Evaluate the integral. V4– e2¤ dx +C

A: I am going to solve the given problem by using some simple calculus to get the required result of…

Q: 2 Væ? – 1 -dx. x² 1

A: Here , we will solve the integral using substitution form .

Q: Evaluate the iterated integral. NOTE: Enter the exact answer. dy dx - x²

A: NOTE: Refresh your page if you can't see any equations. .

Q: Vr+1 -dx the integral || u? 3.

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Q: In Exercises , use a substitution to change the integral into one you can find in the table. Then…

A: 27. Given integral is, ∫x3+x+1x2+12dx.   It is integrated as follows:

Q: Evaluate the integral. Express answer as both exact and using 2-decimal places. • T X 4 S 2cos X…

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Q: evaluate the integral: r^x/-5+r^x dx

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Q: 11 dx x2 +4 Evaluate the improper integral:

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Q: dx a proper or improper integral? Why? (x-3)? .3 Is So 1

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Q: d sin – x2)dx dx V/ Tx

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Q: (뚜 - 굶) da 3x Evaluate the integral J (* – 3) dx.

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Q: dx '1 x[13+ln(x²)]

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Q: The sum 5 x) dx + -1, fx) dx can be written as a single integral in the form f(x) dx Determine a and…

A: Given query is to find the single integral fir the expression.

Q: Evaluate iterated integral.

A: Integration is the process of finding the anti-derivative function of a given function. The…

Q: Evaluate the integral. r1/v2 2 dx J1/2

A: Use formula of integration

Q: (a) Evaluate the following indefinite integrals: (i) 10 (ii) fx³ Vx-1 dx 2 -Vy - 3 Vy 4

A: Evaluate:

Q: Using the substitution = the integral reduces to -1) 1 2p- dz 1/3

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Q: Evaluate the integral.   ∫0 1/2Cos -1 x dx

A: ∫cos-1x dx=∫cos-1x·1 dx=cos-1x·∫1 dx-∫dcos-1xdx·∫1 dx dx=cos-1x·x-∫-11-x2·x dx=x cos-1x+∫x1-x2 dx…

Q: Evaluate the integral. In(x) dx NOTE: Enter the exact answer.

A: Topic  = Integration

Q: 9. Evaluate the improper integral: | xe* dx jze'de

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Q: Solue the integral equation by eliminating the Integral. %3D ya)=3+S(3t-3ty(1)) dt

A: To solve the given equation by eliminating the integral. Equation is: yx=3+∫1x3t−3tytdt

Q: Evaluate the integral using an appropriate method. J = 3 22+5+6 dx

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Q: Evaluate the integral. 19 dx x²Væ² – I NOTE: Enter the exact., fully simplified answer.

A: To evaluate:∫2219x2x2-1dx

Q: x? Use the residues to evaluate the improper integral: -dx . (x² + 1)(x² + 4)

A: According to the given information, it is required to evaluate the improper integral using residue…

Q: 11-y² x 26)A) Convert the integral J Jax?+ y²)dzdxdy to an equivalent integral in -1 0 0

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Q: Evaluate the iterated integral. 18 5 (x + y²) dx dy

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Q: B)Evaluate the integrals: i) it) ¹-² dxdy, 2/2 finx 2² dz dy dx.

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Q: 2) Evaluate the integral and check your answer by differentiating. – 2x dx a) J"(2-x)° dx b)

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Q: Evaluate the integral if it exists. dx Select the correct answer. 1 1) x- 2 lnx-+ C 2) 2- Inx+ C 3)…

A: We use identity  (a-b)2= a2+b2-2ab in numerator of integral

Q: 1_dx -1 1-x The integral is an improper integral.

A: We can find the integral as below

Q: 1 -dx Use the technique of completing the square to evaluate the following integral: J x2 - 6.x

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Q: Evaluate the iterated integral. NOTE: Enter the exact answer. 3-v 5y dx dy = 1

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Q: Express the integral in terms of the variable u, but do not evaluate it. 14.x-13 dx; u = 14x 13 -…

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