Answer:
x=20
x=21
x=22
x=23
x=24
Explanation:
We are given that


We have to find value of x which is a solution to both of the given inequalities.
First we find the solution of given inequalities

The value of r lies between 19 and 25.
Therefore, the possible values of r are
20,21,22,23,24
Hence, the value of x which is the solution of both given inequalities is given by
x=20
x=21
x=22
x=23
x=24