Find the domain of the function f(x, y) = $\ln \left( x - y ^ { 2 } \right)$ .
A)All points on or to the left of $x = y ^ { 2 }$ e.All points on or to the left of x = 0
B)All points on or to the right of $x = y ^ { 2 }$ f.All points on or to the right of x = 0
C)All points to the left of $x = y ^ { 2 }$ g.All points to the left of x = 0
D)All points to the right of $x = y ^ { 2 }$ h.All points in the xy-plane

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The Answer of Find the domain of the function f(x, y) = $\ln \left( x - y ^ { 2 } \right)$ .
A)All points on or to the left of $x = y ^ { 2 }$ e.All points on or to the left of x = 0
B)All points on or to the right of $x = y ^ { 2 }$ f.All points on or to the right of x = 0
C)All points to the left of $x = y ^ { 2 }$ g.All points to the left of x = 0
D)All points to the right of $x = y ^ { 2 }$ h.All points in the xy-plane

Find the Domain of the Function F(x, Y) = ln⁡(x−y2)\ln \left( x - y ^ { 2 } \right)ln(x−y2)

Find the Domain of the Function F(x, Y) = $\ln \left( x - y ^ { 2 } \right)$