To solve the inequality 13 + 4t ≤ 33, subtract 13 from both sides to get 4t ≤ 20 and then divide by 4 to get t ≤ 5 as the solution in simplest form.
The inequality 13 + 4t ≤ 33 can be solved to find the value of t. To find the simplest form of t, we subtract 13 from both sides of the inequality:
4t ≤ 33 - 13
4t ≤ 20
Now divide both sides by 4:
t ≤ 20/4
t ≤ 5
So, the simplest form of the inequality solution is t ≤ 5.
The probable question may be:
solve the inequality: 13 + 4t ≤ 33