I was posed the question

With the preposition of y > z < x > 1

With the preposition of y > z < x > 1

Solve for x where zx + x = y

Naturally, as maths would in simple terms dictate the answer:

x = y/z+1

Computers on the other hand would go through the convoluted length of controlling hyperbolic paraboloids as:

[memory] int / ( [+increment] [(pointer to mem)] )

x = [1 / z] * y / (1 + [(1/z)])

I only question it?

I welcome feedback, conjecture and teachings; just a neophyte lost without structure.

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