https://padlet.com/kcuellar10/jryi9ma58ii05764 Ask questions, get answers. Please upload or explain your initial work/reasoning before you post. Have at it! en-us 2020-08-31 03:13:13 UTC 2024-05-26 07:05:45 UTC hello@padlet.com https://padlet.com/kcuellar10/jryi9ma58ii05764/wish/710596309 Im stuck on finding what to use for w, anyone else try it out?
 ∫ y√(y+1)dy
 ∫ x²√(x-2)dx

]]> 2020-09-01 02:12:38 UTC https://padlet.com/kcuellar10/jryi9ma58ii05764/wish/710596309 kcuellar10 https://padlet.com/kcuellar10/jryi9ma58ii05764/wish/712531577 Hello, Kobe here, thank you for being the first one to use Padlet.  Since I have some down time from my meeting, I would like to point you in the right direction.  

My first suggestion would be taking the expressions under the roots as your w value.  You may run into a roadblock soon after, but there is another variable you are going to want to solve and substitute for in order to integrate it according to dw.  That variable is already in the original integral.  Let me know if you need more guidance, or come to the one of the meetings for visual help. 
Thanks again!]]> 2020-09-01 17:14:32 UTC https://padlet.com/kcuellar10/jryi9ma58ii05764/wish/712531577 https://padlet.com/kcuellar10/jryi9ma58ii05764/wish/732112231 Im not quite sure what to use for u and v' in this problem.

]]> 2020-09-09 17:04:45 UTC https://padlet.com/kcuellar10/jryi9ma58ii05764/wish/732112231