Question

11b+6 >/=14b+3
please help

Answer 1

Solving the inequality
`11b+6 >=14b+3` we get b <= 1

Explanation:

We need to solve the inequality
`11b+6 >=14b+3`

solving the inequality:

`11b+6 >=14b+3`

Subtracting 6 on both sides

`11b+6-6 >=14b+3-6\\11b >= 14b-3`

subtracting 14 b on both sides

`11b-14b >= 14b-3-14b\\-3b >= -3`

Divide both sides by -3 and the inequality will be changed to less than equal i.e <=

`(-3b)/(-3)<=(-3)/(-3)\\b<=1`

So, solving the inequality
`11b+6 >=14b+3` we get b <= 1