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Identify a Technique of Integration for Evaluating the Integral

Question 252

Multiple Choice

Identify a technique of integration for evaluating the integral. If necessary, explain how to first simplify the integrand before applying the suggested technique of integration. You do not need to evaluate the integral.
-Identify a technique of integration for evaluating the integral. If necessary, explain how to first simplify the integrand before applying the suggested technique of integration. You do not need to evaluate the integral. -  A)  Substitute, letting u =   x B)  Integrate by parts with u =   x, dv = (1 - cot x)  dx C)  Integrate by parts with u = 1-cot x, dv =   x dx D)  Substitute, letting u = 1-cot x


A) Substitute, letting u = Identify a technique of integration for evaluating the integral. If necessary, explain how to first simplify the integrand before applying the suggested technique of integration. You do not need to evaluate the integral. -  A)  Substitute, letting u =   x B)  Integrate by parts with u =   x, dv = (1 - cot x)  dx C)  Integrate by parts with u = 1-cot x, dv =   x dx D)  Substitute, letting u = 1-cot x x
B) Integrate by parts with u = Identify a technique of integration for evaluating the integral. If necessary, explain how to first simplify the integrand before applying the suggested technique of integration. You do not need to evaluate the integral. -  A)  Substitute, letting u =   x B)  Integrate by parts with u =   x, dv = (1 - cot x)  dx C)  Integrate by parts with u = 1-cot x, dv =   x dx D)  Substitute, letting u = 1-cot x x, dv = (1 - cot x) dx
C) Integrate by parts with u = 1-cot x, dv = Identify a technique of integration for evaluating the integral. If necessary, explain how to first simplify the integrand before applying the suggested technique of integration. You do not need to evaluate the integral. -  A)  Substitute, letting u =   x B)  Integrate by parts with u =   x, dv = (1 - cot x)  dx C)  Integrate by parts with u = 1-cot x, dv =   x dx D)  Substitute, letting u = 1-cot x x dx
D) Substitute, letting u = 1-cot x

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