We can simplify the inequality to get:
x ≤ 7/23
let's simplify the inequality, here we have:
(8x - 10)/- 3 ≥ 5x + 1
To simplify this, we need to isolate the variable.
(8x - 10)/- 3 ≥ 5x + 1
We can multiply both sides by -3, this changes the direction of the symbol.
(8x - 10) ≤ -3*(5x + 1)
8x - 10 ≤ -15x - 3
Now group like terms:
8x + 15x ≤ -3 + 10
23x ≤ 7
x ≤ 7/23
Complete question:
"Solve the inequality:
(8x - 10)/- 3 ≥ 5x + 1"