# Homework Help: Double integration over a region

1. Nov 13, 2012

### aaronfue

1. The problem statement, all variables and given/known data

∫∫ (2x+4y+1) dA, R: y = x$^{2}$, y = x$^{3}$

2. Relevant equations

R∫ f(x,y) dA

3. The attempt at a solution
Since there was no direct question, I assumed to just evaluate with whatever I was given.

I would really like to make sure that my integrals are set up correctly:

$∫^{1}_{0}$ $∫^{x^{2}}_{x^{3}}$ (2x+4y+1) dydx

2. Nov 13, 2012

### Zondrina

EDIT : Wow read that wrong im half asleep. Sorry. Looks good.

Last edited: Nov 13, 2012
3. Nov 14, 2012

### aaronfue

LOL...great! I was reading all through my text and ready to call it quits! Thank you Zondrina.