solve the inequality for u.\n30 - 5u ≤ 6 - 9u\nsimplify your answer as much as possible.

solve the inequality for u.\n30 - 5u ≤ 6 - 9u\nsimplify your answer as much as possible.

solve the inequality for u.\n30 - 5u ≤ 6 - 9u\nsimplify your answer as much as possible.

Answer

Explanation:

Step1: Add 9u to both sides

$30 - 5u+9u\leq6 - 9u+9u$ $30 + 4u\leq6$

Step2: Subtract 30 from both sides

$30 + 4u-30\leq6 - 30$ $4u\leq - 24$

Step3: Divide both sides by 4

$\frac{4u}{4}\leq\frac{-24}{4}$ $u\leq - 6$

Answer:

$u\leq - 6$