Let f(x, y) = x $y ^ { 2 }$ + $x ^ { 2 }$ . Simplify $\frac { f ( x + h , y ) - f ( x , y ) } { h }$ for h ≠ 0.
Enter your answer exactly in the form: $a x + y ^ { n } + b$

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The Answer of Let f(x, y) = x $y ^ { 2 }$ + $x ^ { 2 }$ . Simplify $\frac { f ( x + h , y ) - f ( x , y ) } { h }$ for h ≠ 0.
Enter your answer exactly in the form: $a x + y ^ { n } + b$

Let F(x, Y) = X y2y ^ { 2 }y2 x2x ^ { 2 }x2

Let F(x, Y) = X $y ^ { 2 }$ $x ^ { 2 }$