- #1
smn
- 13
- 0
Hello,
I'm trying to complete the question below:
Consider F(x,y)=1/3x^3+y^2+2xy+2x+2y+1
Find the 2 stationary points of F and show that one of them is a minimum of F.
I've got as far as getting:
dF/dx = 2/3x+2y+2
dF/dy = 2x+2y+2
I would like to know what i need to do next (do i have to treat the above two terms as simultaneous equations?)
Any help will be appreciated
Regards
smn
I'm trying to complete the question below:
Consider F(x,y)=1/3x^3+y^2+2xy+2x+2y+1
Find the 2 stationary points of F and show that one of them is a minimum of F.
I've got as far as getting:
dF/dx = 2/3x+2y+2
dF/dy = 2x+2y+2
I would like to know what i need to do next (do i have to treat the above two terms as simultaneous equations?)
Any help will be appreciated
Regards
smn