i want to find and sketch the domain of

f(x,y) = 1/[(x+y²)(2-x)]^½

so what I did

2-x > 0, thus x <2

x+y² > 0, so x > -y²

that right?

Printable View

- Oct 21st 2011, 05:51 PMKumahelp with multivariable domain
i want to find and sketch the domain of

f(x,y) = 1/[(x+y²)(2-x)]^½

so what I did

2-x > 0, thus x <2

x+y² > 0, so x > -y²

that right? - Oct 21st 2011, 06:26 PMSammySRe: help with multivariable domain
- Oct 21st 2011, 07:09 PMAckbeetRe: help with multivariable domain
What about and

- Oct 21st 2011, 10:13 PMKumaRe: help with multivariable domain
- Oct 21st 2011, 11:39 PMSammySRe: help with multivariable domain
- Oct 21st 2011, 11:52 PMFernandoRevillaRe: help with multivariable domain
- Oct 22nd 2011, 02:34 AMAckbeetRe: help with multivariable domain
Yeah, all I wanted to do was point out that the product of two numbers can be positive if both of the multiplicands are negative. I hadn't gotten so far as to determine if there actually were any numbers in the set or not. So the answer is, I wasn't thinking as deeply as was necessary!