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integral of = t^2 square root of t^3+1 dt .?
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\[\large \int\limits\frac{t^{2}}{\sqrt{t^{3}+1}} dx\]?
\[\huge \int t^2 \sqrt{t^3+1}dt\] let u = t^3 + 1 du = 3t^2dt reqrite... \[\LARGE \frac13 \int \sqrt u du\] got it?
lol woops im blind
nope the t^2 is not over the the square root of t^3+1. :)
do you get my solution the @Beatles ?
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yup but what is the answer? :)
please subtitue the value. :)
what do you mean?
well tell us what you got for the answer (:
Never mind. The answer is 1/3 (t^3+1)^3/2 :) is it correct?
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i dont think so..
opps. I'm wrong. :) this 2/9 (t^3+1)^3/2
+C haha
and yeah that's right
haha yah. :)
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