I haven't had any mathematics in over two years. Need some help with a couple of questions.
1)
I have lines Y=(1/2)(x^2) and y=|x|, need to find the area bound by them.
How would I take the anti-derivative of absolute value of x?
And when I set them equal to each other to find the intersection point, what do I do with the absolute value in that part?
2)
Lines e^x=y^3 and y=2
This one I just don't get. How would I set those two equal to each other?
End up with y=cube root(e^x) for the first one, but that just doesn't look correct to me, I have to be missing a step.
1)
I have lines Y=(1/2)(x^2) and y=|x|, need to find the area bound by them.
How would I take the anti-derivative of absolute value of x?
And when I set them equal to each other to find the intersection point, what do I do with the absolute value in that part?
2)
Lines e^x=y^3 and y=2
This one I just don't get. How would I set those two equal to each other?
End up with y=cube root(e^x) for the first one, but that just doesn't look correct to me, I have to be missing a step.

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