What is the solution of the inequality 12x+14≥32x+34

Question

asked Feb 15, 2021 93.4k views

1 Answer

GrZeCh · Answer 1 · 2021-02-22T13:29:00+0000

Answer:

$x \leq -1$

Explanation:

Given

$12x+14\geq 32x+34$

Required

Solve

$12x+14\geq 32x+34$

Collect Like Terms

$12x - 32x \geq 34 - 14$

$-20x \geq 20$

Divide through by -20.

At this point, the inequality sign will change.

$(-20x)/(-20) \leq (20)/(-20)$

$x \leq -1$