Identify the form of each integral as being inverse sine, inverse tangent, logar

Question

Identify the form of each integral as being inverse sine, inverse tangent, logarithmic, or general power. Do not integrate. In part (a), explain how the choice was made. Choose the correct form of the integral below and fill in the necessary boxes to complete your answer. Logarithmic with the substitutions u and du = Inverse tangent with the substitutions a = , u = , du = General power with the substitutions u = Inverse sine with the substitutions a = Choose the correct form of the integral below. General power Inverse sine Logarithmic Inverse tangent

Explanation / Answer

1)inverse tan, logarithmic, general

a)ans=b with a=5, u=6x, du=6dx

b)logarithmic

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