integration by parts: 1. e^(sqrt(3x+9))

Evaluate the integral from[sqrt(pi/2), sqrt(pi)] of x^3*cos(x^2) by first making a substitution and then using integration by
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2. asked by Dave
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integration by parts:1. e^(sqrt(3x+9)) 2. sin(lr) are the answers: 1. 2e^(sqrt(3x+9))(sqrt(3x+9)-1) + C 2. -r cos(lnr) + sin(lr)
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2. asked by cory
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integration by parts:1. e^(sqrt(3x+9)) 2. sin(lr) are the answers: 1. 2e^(sqrt(3x+9))(sqrt(3x+9)-1) + C 2. -r cos(lnr) + sin(lr)
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2. asked by cory
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hi againim really need help TextBook: James Stewart:Essential Calculus, page 311. Here the problem #27: First make a
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2. asked by Vicky
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Use integration by parts to evaluate the definite integral.S 12 x/sqrt of x+4 dx 0
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2. asked by Justin
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can any one explain how to evaluate this improper integral i.e. the function is not continuous at 0 neither at infintegration of
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2. asked by William
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Using integration by substitution.find the exact value of integral from [0,9/16] sqrt(1 - sqrt(x))/(sqrt(x))
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The region W is the cone shown below.The angle at the vertex is 2π/3, and the top is flat and at a height of 5/sqrt(3). Write
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can any one explain why this integral diverges ?integration of [(e^(-sqrt(t)))/sqrt(t)]dt from 0 to infinity thanks
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2. asked by William
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a. Integral (x^2)/(sqrt(1+(x^2)))Would I separate these two into 2 separate integrals? Like: Integral of x^2 and the other
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2. asked by Bae
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