If x\leq cy+D, solve for y in terms of x, c and d? (c>0)

Question

If
`x\leq cy+D`, solve for y in terms of x, c and d? (c>0)

Answer 1

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`x \leqslant cy + D`

Subtract sides D

`x - D \leqslant cy + D - D`

`x - D \leqslant cy`

Divide sides by c

`(x - D )/(c) \leqslant (cy)/(c) \\`

`(x -D)/(c) \leqslant y \\`

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