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Help in integral calculus!

getrekt
By getrekt
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You will use chain rule I guess

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You will use chain rule I guess

Chain rule is for differentiation

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I am getting an answer but none that makes sense

Not matching the options in the mcq test

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Chain rule is for differentiation

It's called substitution rule my bad

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It's called substitution rule my bad

Put x^2 as......?

Could I use u.v rule?

integral(u.v)dx = u.integral(v) - integral (du.(integral(v.dx)).dx)

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It's called substitution rule my bad

What..how would that even work?

 

Put x^2 as......?

^

Tbh I would try partial fraction decomposition. Let me give this a try.

“The value of a college education is not the learning of many facts but the training of the mind to think”

 

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Put x^2 as......?

Could I use u.v rule?

integral(u.v)dx = u.integral(v) - integral (du.(integral(v.dx)).dx)

@T.Vengeance could this work?

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@T.Vengeance could this work?

I'm not too sure. I haven't done integrals in awhile, so it's hard for me to say which method would get you the answer first. My best guess is a combination of substitution and partial fraction decomposition. The UV rule normally just applies to more simple stuff. 

“The value of a college education is not the learning of many facts but the training of the mind to think”

 

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I'm not too sure. I haven't done integrals in awhile, so it's hard for me to say which method would get you the answer first. My best guess is a combination of substitution and partial fraction decomposition. The UV rule normally just applies to more simple stuff.

Oh okay! I'll keep trying then!

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Oh okay! I'll keep trying then!

Oooooh you were right. Use the uv rule.

“The value of a college education is not the learning of many facts but the training of the mind to think”

 

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Oooooh you were right. Use the uv rule.

Thanks! :D

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Thanks! :D

6WBtF1e.png

“The value of a college education is not the learning of many facts but the training of the mind to think”

 

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