Find $h(x, y)=g(f(x, y))$ And Determine Where H Is Continuous $f ( x , y ) = 2 x - y , \quad g ( t ) = \frac { t + 2 } { t - 8 }$

Short Answer

Find $h(x, y)=g(f(x, y))$ and determine where h is continuous. $f ( x , y ) = 2 x - y , \quad g ( t ) = \frac { t + 2 } { t - 8 }$