Let $S ( x , y , z )$ represent the surface area of a rectangular solid of length x, width y, and height z.Find $\partial S / \partial z$ and explain its meaning in terms of how the solid changes with respect to z.

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The Answer of Let $S ( x , y , z )$ represent the surface area of a rectangular solid of length x, width y, and height z.Find $\partial S / \partial z$ and explain its meaning in terms of how the solid changes with respect to z.

Let S(x,y,z)S ( x , y , z )S(x,y,z) Represent the Surface Area of a Rectangular Solid of Length

Let $S ( x , y , z )$ Represent the Surface Area of a Rectangular Solid of Length