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Please help me describe the domain of f in words...(click to see)
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\[f(x,y)=xe ^{-\sqrt{y+2}}\]
every single number except the numbers that will make the square root negative
oh i see, it is essentially asking when the function is undefined
undefined when the square root is negative :)
u got that?
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Because we have a sequare root we can say that the function is defined at (x,y) iff : \[y+2\geq0\] And this equivalent to : \[y\geq -2\] So : \[D=\{(x,y)\in\mathbb R^2~/~ y\geq2\}\]
all values of x and all values of y great than or equal to -2
I have done a mistype : \[D=\{(x,y)\in\mathbb R^2~/~ y\geq-2\}\]
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