Question

solve the compound inequality and graph the solution. write the answer in interval notation. write your answer in exact sim\\( t - 4 > -13 \\) and \\( t + 1 < 6 \\)\
part 1 of 2\
the solution set in interval notation is \\( \square \\).

Explanation:

Step1: Solve first inequality

Add 4 to both sides.
$t - 4 > -13$
$t > -13 + 4$
$t > -9$

Step2: Solve second inequality

Subtract 1 from both sides.
$t + 1 < 6$
$t < 6 - 1$
$t < 5$

Step3: Combine solutions (AND)

Take overlap of $t > -9$ and $t < 5$.

Answer:

$(-9, 5)$