Asked by help pls
integral of sin(x^2) dx
i actually got the ans, but aftr differentiating the answer i am not getting back the question
i actually got the ans, but aftr differentiating the answer i am not getting back the question
Answers
Answered by
Hannah
let u=x^2
du= 2x dx
dx=du/2x
dx=du/2sqrt(u)
-1/4 cos u is the integral
du= 2x dx
dx=du/2x
dx=du/2sqrt(u)
-1/4 cos u is the integral
Answered by
bobpursley
http://www.numberempire.com/integralcalculator.php
This involves the error function, not an elementary problem. Hannah has made an error.
This involves the error function, not an elementary problem. Hannah has made an error.
Answered by
Hannah
I'm sorry about that. Can you explain why there is an error Mr. Pursley? I genuinely don't understand how there is an error.
Answered by
Steve
Your substitutions are good, but you dropped something. You should have watched the details:
∫sin(x^2) dx = ∫sin(u) / 2√u du
∫sin(x^2) dx = ∫sin(u) / 2√u du
Answered by
help pls
then how do we proceed ??
is their any solution to this problem?
is their any solution to this problem?
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