Evaluate the integral 24t3e-dt 24 e-dt= [ estion 4 (0/1) estion 8 (0/1)

Q: Evaluate the integral. 1 dt t3 V2 -4

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Q: Evaluate the indefinite integral

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Q: Use the substitution formula to evaluate the integral. 2t dt -1

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Q: What is the resulting integrable form of evx+I x+1

A: We have to find value of given Integral.

Q: evaluate the integral. - 1, 613 dt

A: Given definite integral ∫-138t2 - t, 6t3 + t dt

Q: Evaluate the integral. 5 cosh(t) dt

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Q: Evaluate the integral. 4 (5 - t)Vt dt

A: The objective of the question is evaluate the definite integral.

Q: Express the integral as an infinite sum. | In (1 + 1') dt, |x| < 1 0,

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Q: Evaluate the definite integral exactly, using the Fundamental Theorem. 6. 1 -dt 1 dt II

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Q: Evaluate the integral. dt e dt = %3D

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Q: dt 2t -1 integral with all the resolve this necessary steps

A: We have to solve ∫1-t2t-1 dt.

Q: Evaluate the integrals. (5 – 5t)i + 4vtj + 3 k dt -

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Q: Evaluate the integral: -2е π/3 ₁²/³t Inutans ds du dt

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Q: Evaluate the indefinite integral. 2 -dt (t + 8)°

A: Given integral :

Q: 2 dt 4+ t²

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Q: Evaluate the integral

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Q: D (x) is not integrable on [0,1]

A: Note: Here we are solving 1st problem for the next problem please submit the question again. Given:…

Q: Evaluate the integral. dt V 4 + t2

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Q: Evaluate the integrals ∫ et dt/e2t + 3et + 2

A: Evaluate: ∫ete2t+3et+2dt

Q: Evaluate the integral. (1s - t )dt t + 8 -2

A: Given that the integral is ∫-2016t5+18t4-tdt. It is known that ∫xndx=xn+1n+1+C.

Q: Compute the integral: -3 dz (z – 2)*

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Q: Compute y = S V1 -x dx using Monte Carlo Method. The integral is approximately 1.5708

A: Given that y=∫-111-x2dx By using the monte carlo method, Take x=sinu→u=sin-1x, dx=cosudu Then the…

Q: (a) Evalate the integral||xydy dx. 12

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Q: Evaluate the iterated integral: dydx - 1/4 Jx2

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Q: Evaluate the integral. dt V16 + t2

A: Let I=∫04116+t2dt

Q: Evaluate the im proper integral dx 3 (5-2)

A: Given integral is: I=∫05dx(5-x)3 Let us assume f(x)=1(5-x)32 Here x=5 is the point of infinite…

Q: Evaluate the integral est dt. e2t – et – 6 -

A: ∫e3te2t-et-6dt................(1) take  u=et du=etdt du=udt duu=dt dt=duu put it back in equation 1

Q: calculate the indefinite integral.

A: Here the given function Or it can be written as

Q: loS dt:

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Q: Evaluate the integral " -2n 1+4cost dt. 17-8cost

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Q: 4. Evaluate the integtral. (1) S dt 3

A: To evaluate the given integral we will use the following rule of integration: Now we have:

Q: Evaluate the integral dx S 2xx - 3x2

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Q: dt 4е-t — et

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Q: find the product of the integral 1- Sn) xy evx² dydx

A: To evaluate the double integral, first find the integral ∫0ln7yex2ydy. Consider the substitution…

Q: Evaluate the integral. | e3t V4 + et dt = %3D

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Q: Evaluate the integral. 4 2t 9 -i- j+¬Vt k dt (9+?)*

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Q: 4.) Evaleuate the integrali Jóxarcsin(5a)dx

A: ∫fg'=fg-∫f'gAnd ∫sinnxdx=n-1n∫sinn-2xdx-cosxsinn-1xnsee below the answer and calculation

Q: per integral test, (-1)" A) Σ B) none of these en (-1)" dz behaves like

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Q: calculate the integral.

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Q: Evaluate the integral. dt 4 dt =

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Q: Evaluate the integral. dt VE dt = VE

A: use the formula ∫etdt = et

Q: Evaluate the integral.

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Q: fx'e*dx

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Q: 2. Evaluate the integral, 6(t-1)8(t-2)dt j8(4-1)6(1-2)dt

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Q: Evaluate the integral.

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Q: Evaluate the integral. 8t3/2i + (t + 8)vtk) dt

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Q: Evaluate the indefinite integral. test2 dt + C

A: Explanation of the answer is as follows

Q: Choose the most appropriate answer: Evaluate the integral : S(19 Inx) dt O 38(2 ln 2 + 1) o 19(2 ln…

A: The integral is ∫12(19 ln x)dx

Q: Evaluate the integrals

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Q: Evaluate Poisson Integral: In(1-2a cos(x) + a²) dx ,a.) [a| 1,

A: To evaluate Poisson's integral: ∫0πln1-2αcos(x)+α2dx  a)α&lt;1 b)α&gt;1