Asked by Confused
I've been trying to solve the improper integral of
ln(x)/sqrt(x) dx as a=1 and b=infinity
I am required to solve for this question and according to my answer, it is divergent. However, my answer is infinity-4. Is it acceptable to say that infinity minus a number is simply infinity? I just want to make sure whether I'm doing this right or not.
ln(x)/sqrt(x) dx as a=1 and b=infinity
I am required to solve for this question and according to my answer, it is divergent. However, my answer is infinity-4. Is it acceptable to say that infinity minus a number is simply infinity? I just want to make sure whether I'm doing this right or not.
Answers
Answered by
bobpursley
let u=sqrtx
du=1/2sqrtx dx
or dx=2sqrtx du=2u du
yes, inf-constant=inf or divergent
du=1/2sqrtx dx
or dx=2sqrtx du=2u du
yes, inf-constant=inf or divergent
Answered by
Confused
Thank you!
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