Question

How do you solve `2( 3x - 4) \geq 9x - 10`?

Answer 1

`x ≤2/3`

`x` can be `2/3` or anything smaller, but nothing larger.

Explanation:

Distribute

`2(3x-4)≥9x-10 rarr 6x-8≥9x-10`

Subtract `6x`

`-8≥3x-10`

Add `10`

`2≥3x`

Divide by `3`

`2/3≥x`