Evaluating integrals quiz with solution

We can first apply the integration to each term as follows:

Now, we can use the integral power rule to evaluate each integral individually, as shown:

Now, combining everything, we have:

Solution Complete!

We can first apply the integration to each term as follows:

Now, we can use the integral power rule to evaluate each integral individually, as shown:

Now, combining everything, we have:

Solution Complete!

Problem: Indefinite Integrals #2

Evaluate:

We can first apply the integration to each term as follows:

Now, we can use the integral power rule to evaluate each integral individually, as shown:

We can first apply the integration to each term as follows:

Now, we can use the integral power rule to evaluate each integral individually, as shown:

Problem: Indefinite Integrals #3

Evaluate:

We can first apply the integration to each term as follows:

Now, we can use our knowledge of common integrals to evaluate each integral individually, as shown:

Problem: Indefinite Integrals #4

Given:

We are given the derivative function and asked to find the original function. Thus, we must integrate the derivative function, as follows:

We can first apply the integration to each term as follows:

Now, we can use the integral power rule to evaluate each integral individually, as shown:

We are given the derivative function and asked to find the original function. Thus, we must integrate the derivative function, as follows:

We can first apply the integration to each term as follows:

Now, we can use the integral power rule to evaluate each integral individually, as shown: