00:01
So we're given this integral over here, and we're asked to determine whether it's improper.
00:06
And so an improper integral is one, our improper integrals are definite integrals that cover an unbounded area.
00:14
And so what we see over here is the integral from zero to one.
00:16
So i went ahead and graph this.
00:18
Remember, the integral of a function is the same thing as the area under the curve of the function.
00:23
So i graph this function, and if we look at the area under the curve from zero to one, we see, so one is right here.
00:31
We see it is just this over here.
00:37
This over here, and it's negative area because it's under, but this is not unbounded area...