The inequality x/4<=5 has a solution of x=p. write a second inequality that also has a solution of x=p

Question

asked Jun 10, 2023 178k views

1 Answer

Chris Farrugia · Answer 1 · 2023-06-14T14:33:32+0000

Answer:

$(x)/(5)\leq4$

or also;

$(x)/(5)-2\leq2$

Step-by-step explanation:

Given the inequality;

$(x)/(4)\leq5$

solving the inequality, we have;

multiply both sides by 4;

$\begin{gathered} (x)/(4)*4\leq5*4 \\ x\leq20 \end{gathered}$

The inequality has a solution of x=p.

So,

$p\leq20$

We want to write an inequality that also falls within the range of this solution.

Examples of equations that also have their solution within this range are;

$(x)/(5)\leq4$

also;

$(x)/(5)-2\leq2$

Any of the two inequalities above also has a solution of x=p.