Asked by Carole
int x^9*(sin(x^5))
Can someone please explain me how to do this integral?
Can someone please explain me how to do this integral?
Answers
Answered by
Bosnian
Go to:
wolfram alpha dot com
When page be open in rectangle type:
integrate x^9*(sin(x^5))
and click option =
When you see result click option:
Show steps
wolfram alpha dot com
When page be open in rectangle type:
integrate x^9*(sin(x^5))
and click option =
When you see result click option:
Show steps
Answered by
Mgraph
t=x^5, dt=5x^4dx
x^9*sin(x^5)dx=x^5*sin(x^5)*x^4*dx=
t*sin(t)*(1/5)dt
Int=1/5(sin(t)-t*sin(t))+C, t=x^5
x^9*sin(x^5)dx=x^5*sin(x^5)*x^4*dx=
t*sin(t)*(1/5)dt
Int=1/5(sin(t)-t*sin(t))+C, t=x^5
Answered by
Mgraph
Int=1/5(sin(t)-t*COS(t))+C
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