The inequality given [tex] \frac{n}{3} \leq 3 [/tex]
We have to solve this for n here.
To solve the inequality for n we have to get rid of that 3 in the denominator from left side. We have to move that 3 to the right side.
3 is divided there. To move it to right side we have to use the reverse operation of division. The reverse operation of division is multiplication. So to move 3 to the right side we have to multiply 3 to both sides.
[tex] (\frac{n}{3}) (3) \leq (3)(3) [/tex]
[tex] (3n)/3\leq (3)(3) [/tex]
[tex] n\leq (3)(3) [/tex]
[tex] n\leq 9 [/tex]
So, we have got the required answer.
The solution to the inequality is [tex] n\leq 9 [/tex]
