Find a formula for the integral. dy = y 3(1– 6y) Incorrect

Q: Calculate this integral a Sat-x? 3/2 x²+y²)¯ dy dx -a

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Q: Evaluate the iterated integral. 5 (x + 2)dy dx (х + 2)dy dx — i

A: topic - double integration

Q: | (7zr³ + 4x? (7z" + 4.a² + 1) d.æ

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Q: (x + y) dx dy Jo Jy/2

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Q: 2e" dx (e® – 1)2 1

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Q: The improper integral A e B C) O D 1 if the 0 ∞ ex dx is

A: Solve the integration  From 0 to ♾️ for the integrand e-x.

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

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

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Q: V2y? – 3 dy y?

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Q: The particular Integral for (D2 + 42)y = sin4x is. Yp

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Q: The improper integral A 0 B 1 с e D 8 +∞ St 0 ex dx is

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Q: Evaluate the iterated integral. 6 [[° (x + y) dy dx

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Q: Evaluate the integral. ∫ y e0.2y dy

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Q: 4 3 b. J 20(2x + 1)°dx 1

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Q: Evaluate the integrals

A: We need to find the integral.

Q: Calculate the integral approximations T6 and M6 for ∫sec^2x dx [0,pi/7]

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Q: Evaluate the integral. integral y e 2y dy

A: Evaluate ∫ye2ydy

Q: evaluate the iterated integral.

A: We have to integrate ∫01∫12xyexdydx. As limit is constants in both cases then we can first integrate…

Q: Calculate the following integrals. (a) ſ 4 dx (b) S,". 100 1 - dx (c) z dx

A: (a) ∫-134dx⇒4∫-13dx⇒4x-13⇒4(3-(-1))⇒4(3+1)⇒16∫-134dx=16

Q: The improper integral (A) e B) © ⒸO D 1 8 Stoe ex dx is

A: Given that,

Q: The improper integral ** ex dx is A Be (C) 1 D) 0 8

A: ∫0+∞e-x dx

Q: Find the integral |(2 + 1)e* dz. (z + 1)e²² dz +C

A: solution is given below integration by parts...

Q: Evaluate the integrals

A: Integral of exponent function returns the same value as the integrand. Double  integral can be…

Q: 4. Use the substitution formula and evaluate the following integral: dy -1 y/4y² – 1

A: This question is based on the substitution, make a substitution for y such that the denominator part…

Q: S. e* dx

A: Given: The integral is  ∫0+∞e-xdx   To determine: The value of the integral ∫0+∞e-xdx

Q: Find the integral. (Use C for the constant of integration.) (t + 3)cos t2 + 6t) dt

A: Consider t + 3 as u. Then,

Q: Find the approximations   T 8  and    M 8    for the integral integral 0 to 1 cos (x 2   ) dx

A: Given ∫01cos(x2)dx

Q: Evaluat the integral, dx dy y's зу

A: We need to evaluate the double integral- ∫01∫3y3ex2dxdy Here we will use the following integration…

Q: S y sinh dy a

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Q: Estimate the errors in the approximations for T10 and M10 of the integral from 1 to 2 of e1/x dx,…

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Q: Estimate the errors in the approximations for T8 and M8 for the integral from 0 to 1 cos(x2)dx , n=8

A: Given: ∫abcosx2dx To find: Errors in the approximations for T8 and M8.

Q: 1- xy dy = 0. 1+ xy

A: 1+xyx2y.dx+1-xyxy2.dy=0 (Now multiply both sides by (x2y2) ): y1+xy.dx+x1-xy.dy=0 or,…

Q: Which of the following improper integrals diverge? 00 dx x2 0- 1 dæ x2 + 1 dx 2 O 2* da 2.

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Q: Evaluate the iterated integral Vy exp dx dy 0.

A: ∫14∫0y exydx dy = ∫14yexy0y dy                                       = ∫14ye - 1 dy…

Q: 3. S(z + 3)*dz 4. S(4x + 1)² dx 5. Sy(4+ y?)dy

A: This question is related to integration.

Q: (1+ 1)? dt =D t3

A: Given : ∫1+t2t3dt

Q: Evaluate the following integrals: a) b) ex² Jy/2 dx dy dy dz dx 2y

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

Q: E 3y dx dy Evaluate the integral

A: Consider the given integral  ∫01∫-1-y21-y2 3y dxdy

Q: Evaluate the integrals. ∫y2(3y3 + 1)4 dy

A: Since, we have to evaluate the integral given below:-∫y2(3y3+1)4 dy -(i)

Q: Evaluate the integrals a) 1 i (y _X dy dx

A: *As per bartleby guidelines we are allowed to answer only 1 question at a time.Please re-post other…

Q: 2e^xdx-3e^ydy=0   What is y'? What is its integral?

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Q: S( z +1) e2² dz

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Q: Evaluate the double integral : (y – 12x) da dy 0.

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Q: V 11y2 – 15 dy y2

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Q: Evaluate the following integrals. Show your complete solution. 2 dy 1. S Зу-4 2. S dv v+3

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Q: Q15. Evaluate the integrals 1. (x² + y² + z?) dz dy dx

A: We have to evaluate the integral.

Q: Use Trapezoidal method to find the following integral given h = 0.2. * 1 S In(x + 1)dx 0.3846 O…

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Q: 1. Approximate the following integrals using the Trapezoidal rule. c0.5 a. dx 1.5 x Inx dx c. 2x dx

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Q: Find the following improper integrals a) Ꮭ -dx 1 x2+x ex b) fodr dx e2x+3

A: We have to solve the given improper integration