- #1
chunkyman343
- 4
- 0
]I have to find the local/absolute extrema for the following function:
f(x,y)=x^2+y^2
bounded by the triangle x=0,y=0,y+2x=2
So far i have:
fx(x,y)=2x
fy(x,y)=2y
fxx(x,y)=2
fyy(x,y)=2
fxy&fyx(x,y)=0
critical pts at (0,0,0)
domain: 0<=x<=1, 0<=y<=2
i don't know what i should do next?
f(x,y)=x^2+y^2
bounded by the triangle x=0,y=0,y+2x=2
So far i have:
fx(x,y)=2x
fy(x,y)=2y
fxx(x,y)=2
fyy(x,y)=2
fxy&fyx(x,y)=0
critical pts at (0,0,0)
domain: 0<=x<=1, 0<=y<=2
i don't know what i should do next?