The inequality is given as
[tex]x-4<3[/tex]The solution is shown below;
[tex]\begin{gathered} x-4<3 \\ \text{Add 4 to both sides of the inequality} \\ x-4+4<3+4 \\ x<7 \end{gathered}[/tex]The final answer is "x is less than 7"
That means, x has a range of values that falls below 7. In other words, x cannot be 7 (its less than), but it can take on the value of ANY NUMBER below or less than 7.
Hence, three possible values of x are
[tex]4,5,\text{and 6}[/tex]Note that the values of x can go on and on till infinity, provided its a value less than 7.
