Find the area of the part of the surface $y = 4 x + z ^ { 2 }$ that lies between the planes $x = 0 , x = 4 , z = 0$, and $z = 1$.

Name: Find the area of the part of the surface $y = 4 x + z ^ { 2 }$ that lies between the planes $x = 0 , x = 4 , z = 0$, and $z = 1$.
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The Answer of Find the area of the part of the surface $y = 4 x + z ^ { 2 }$ that lies between the planes $x = 0 , x = 4 , z = 0$, and $z = 1$.

Find the Area of the Part of the Surface y=4x+z2y = 4 x + z ^ { 2 }y=4x+z2

Find the Area of the Part of the Surface $y = 4 x + z ^ { 2 }$