Solved

Evaluate the Integral by Making a Substitution and Then Using $\theta$

Question 199

Multiple Choice

Evaluate the integral by making a substitution and then using a table of integrals.
- $Evaluate the integral by making a substitution and then using a table of integrals. - d \theta A) - ln + C B) - ln + C C) - ln + C D) - ln + C$ d $\theta$

A) - $Evaluate the integral by making a substitution and then using a table of integrals. - d \theta A) - ln + C B) - ln + C C) - ln + C D) - ln + C$ ln $Evaluate the integral by making a substitution and then using a table of integrals. - d \theta A) - ln + C B) - ln + C C) - ln + C D) - ln + C$ + C
B) - $Evaluate the integral by making a substitution and then using a table of integrals. - d \theta A) - ln + C B) - ln + C C) - ln + C D) - ln + C$ ln $Evaluate the integral by making a substitution and then using a table of integrals. - d \theta A) - ln + C B) - ln + C C) - ln + C D) - ln + C$ + C
C) - $Evaluate the integral by making a substitution and then using a table of integrals. - d \theta A) - ln + C B) - ln + C C) - ln + C D) - ln + C$ ln $Evaluate the integral by making a substitution and then using a table of integrals. - d \theta A) - ln + C B) - ln + C C) - ln + C D) - ln + C$ + C
D) - $Evaluate the integral by making a substitution and then using a table of integrals. - d \theta A) - ln + C B) - ln + C C) - ln + C D) - ln + C$ ln $Evaluate the integral by making a substitution and then using a table of integrals. - d \theta A) - ln + C B) - ln + C C) - ln + C D) - ln + C$ + C