How Do You Integrate the Cube Root of 3x?

[butoyzki]

$$\int \sqrt[3]{3x}$$

 

[butoyzki]

would you mind to show the step by step solution? thanks!

 

[butoyzki]

$$\int \sqrt[3]{3x}$$

would you mind to show the step by step solution? thanks!

 

[okevino]

lol i know how to do it but dont' know how to step by step the proper way..

 

[butoyzki]

hi

lol i know how to do it but dont' know how to step by step the proper way..

what do you mean? would you mind if you do it in latex coding?

 

[Hurkyl]

would you mind to show the step by step solution? thanks!

Yes, I would mind. This forum is so we can help you do the problem, not for us to give you answers to your homework.

 

[butoyzki]

Yes, I would mind. This forum is so we can help you do the problem, not for us to give you answers to your homework.

the problem is, i don't know how does the answer get to be the right one, so I'm asking a favor for you to show me how it happened to be like that. thanks.

 

[mezarashi]

That question can be rewritten as:

$$\int {(x^{\frac{1}{3}} \sqrt[3]{3})}$$

I believe that's similar to a previous question you posted. Constants can always be moved out of an integration.

 

[butoyzki]

thanks guys!

a big help..