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If a, b, c, and d represent positive real numbers, what is the inequality when solved for x?by - d < ax + cby-c-dby+c-dC>2 > by - a - C-d2 > aby - ac- adaDone

If a, b, c, and d represent positive real numbers, what is the inequality when solved-example-1

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We have to express the solution of the inequality for x.

We can rearrange it as:


\begin{gathered} by-d\le ax+c \\ by-d-c\le ax \\ (by-d-c)/(a)\le x \\ x\ge(by-d-c)/(a) \end{gathered}

Answer: x ≥ (by - d - c) / a

If a, b, c, and d represent positive real numbers, what is the inequality when solved-example-1
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