Question

What is the Subtraction Property of linear inequalities?

Answer 1

Subtraction Property of linear inequalities.

Subtraction Property of linear inequalities: If the same amount is deducted from either side of the inequality, the disparity remains.

$$\begin{gathered} \mathrm{if}a*b \\ \Rightarrow \left(a–c\right)*\left(b–c\right) \end{gathered}$$

Where$*$ denote any inequalities$>,\ge ,<or\le$

It implies that when we remove a number from one part of inequality, we must likewise deduct the same amount from the other side.

Hence, Subtracting the same amount from both sides of an inequality gives an identical inequality.