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Numerade Educator



Problem 20 Easy Difficulty

Evaluate the integral.

$ \displaystyle \int e^2\ dx $


$e^{2} x+C$


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Video Transcript

So for the following in a girl. Well, here we have a constant integral of a constant with respect to X is always just si x. And then I guess we are constant after that was a plus de since every UC and I guess the quick way to verify this is, well, it's just using the power rule. So here, if you want to integrate just some constant see, you could pull out the sea, and then you have inaugural one d X, and then you could write that as CNN roll X to the zero and then use the power rule. So then you just couldn't see X, and then you had your constant at the end. So due to the fact East where it is just a constant So I just get e squared eggs and then add my constant of integration, see? And that's my final answer.