Ames Calculus
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Calculating the surface area of a function in 3 dimensions
What is the surface area of y = .5x-.5z?
The 1st tri-tile x equals the standard x repetition. The 1st tri-tile z equals the standard z repetition. The .5x-.5z function takes the input. The .5x-.5z function input y equals the .5x-.5z function input x. The .5x-.5z function input y multiplies the .5 number. The added number equals the .5x-.5z function input z. The added number multiplies the .5 number. The .5x-.5z function input y subtracts the added number. The .5x-.5z function returns the input. The 1st 3d-integral base equals the 1st tri-tile. The 1st 3d-integral function equals the .5x-.5z function. The result list 3d-surfaces the 1st 3d-integral. The total number area-sums the result list.
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