Question

not sure what this means (double intregral problem)

Answer 1

calculate \[\int\limits_{}^{}\int\limits_{R}^{} xy^2 dA\]

R=[0,4] x [1,3]

Answer 2

how do I find my bounds given that?

Answer 3

I think 0<=x<=4 and 1<=y<=3

Answer 4

R is the rectangle. You got the answer right?

Answer 5

ya, answer is right, just never saw that way of doing bounds

Answer 6

ok. usual representation is R:{a<=x<=b; c<=y<=d}

Answer 7

looks like a cross product

Answer 8

or cartesian product

Answer 9

sorry. is the answer 208/3

Answer 10

yes

Answer 11

@TylerD thanks