Question

What value of X makes the inequality true?

Answer 1

Below

Explanation:

Expand L side to get

6x-3 - 11x <= - 3x+ 5 Now solve for 'x'

-3 - 5x <= -3x+5 add 5x to both sides

-3 <= 2x+5 subtract 5 from both sides

-8 <= 2x divivde by 2

-4 <= x re-arrange

x ≥ - 4

Answer 2

Option A.

Explanation:

`6x-3-11x\leq -3x+5`

`-5x-3\leq -3x+5`

`-5x+3x\leq 5+3`

`-2x\leq 8`

`(-2x)/(-2) \leq (8)/(-2)`

`x\geq -4`

Hope this helps