If you guys like to try out a problem.
Evaluate triple integral by changing to spherical coordinates $$\large \int\limits_0^a \int\limits_{-\sqrt{a^2-y^2}}^{\sqrt{a^2-y^2}}\int\limits_{-\sqrt{a^2-x^2-y^2}}^{\sqrt{a^2-x^2-y^2}}\left(yx^2+y^3+yz^2\right)dzdxdy$$

Question

nnesha · Answer

yes sure give me easyyyyy one

solomonzelman · Answer

I am not good at math, but lets see, I might now...

anonymous · Answer

yes

jhannybean · Answer

Writing this integral is a little messy, one min.

solomonzelman · Answer

it is probably going to come out from some derivative.

nnesha · Answer

nope its gonna be chocolates that's why i'm here

solomonzelman · Answer

you can draw it, if you want.

solomonzelman · Answer

Nnesha, I will have to disappoint you. There will be no chocolate.

jhannybean · Answer

in the question box, refresh.

unanimoose · Answer

Wow that's complicated.

solomonzelman · Answer

No dude, I am out. I have a life

jhannybean · Answer

Hahaha

nnesha · Answer

<---------------sorry he/she was right 
there is no chocolates :((((

solomonzelman · Answer

I am he.

jhannybean · Answer

@Miracrown  @ganeshie8 @satellite73 @Concentrationalizing

jhannybean · Answer

@Mimi_x3 this si like 1+1 for you :)

mimi_x3 · Answer

@Jhannybean hmmmm :P Im a dwarf

jhannybean · Answer

Ok I'll give you guys all a hint

nnesha · Answer

jhanny i have pre calculus next semester 
so holdon i will help you then okay just wait

jhannybean · Answer

Factor out a y from the integrand $$y(\color{red}{x^2+y^2+z^2})dzdydx$$

jhannybean · Answer

BIG HINT!!!

unanimoose · Answer

Um, idk pi?

jhannybean · Answer

What does $x^2+y^2+z^2$ in spherical coordinates equal? :P

nnesha · Answer

you should make tutorial

jhannybean · Answer

Yeah :P More or less.

jhannybean · Answer

Nah, I don't have time to make Calc tutorials lmao.

nnesha · Answer

okay you didn't give me chocolates so now i have to eat pizza bye best of luck
sorry for spammming

unanimoose · Answer

|dw:1418348236393:dw|