Determine whether the integral is convergent or divergent. If it is convergent, evaluate it. (If the quantity diverges, enter DIVERGES.) 3 50 dx
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A: Let's find.
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A: Find your answer below
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A: topic - quadratic equation
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A: radius of convergence and interval
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Q: Let 5 sinx+ 7 cos y=6. dy/dx= d^2y/dx^2
A: 5sinx+7cosy=6Differentiate w.r.t x5cosx-7sinydydx=05cosx=7sinydydxdydx=5cosx7siny
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Q: Hew.3Findwandow de when P=ty9-4if: be W = xy +yZ + Zu +uV and x = Pg ,y=4 tan P 2= Ln L4-3e) V =P++1
A: put value of x,y,z,u,v in w to solve the partial derivative.
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Q: what is the square root of 188 what is 100 times 1 regroup 158+888
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A: We have to solve the question.
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A: Answer of the above questions are
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A: We can find the answer as below
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A: We have to find the value of c by mean value theorem
Q: Let P(x)—-x*+2х*-бх'-5х—1 and D(x)—x+1 Determine the remainder when P(x) is divided by D(x)
A: P(x)=-x23+2x12-6x7-5x4-1D(x)=x+1x+1=0x=-1
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- Determine whether each integral is convergent ordivergent. Evaluate those that are convergent. ∫-∞0 z e2z dzMathematical Induction Use mathematical induction to verify that the following integral converges for any positive integer n? see the equation as attached hereDetermine if the following improper integrals converge. Prove your answer.
- Determine whether each integral is convergent ordivergent. Evaluate those that are convergent integral - infinity to 0 z e 2z dzDetermine and state whether each of the following improper integrals converges or diverges. If the the integral converges, evaluate it.Determine whether the following integral converges or diverges. justify your answer