Question

Ax - b< c solve inequality for x

Answer 1

Solution for inequality
`ax - b< c` is
`x< (b+c)/(a)` .

Explanation:

Here we have , the following inequality to solve for x , ax - b< c .Let's do it:

ax - b< c

⇒
`ax - b< c`

Adding both sides b

⇒
`(ax - b)+b< c+(b)`

Simplifying

⇒
`(a)x < b+c`

Dividing both sides by a

⇒
`((a)x)/(a) < (b+c)/(a)`

⇒
`x< (b+c)/(a)`

Therefore , Solution for inequality
`ax - b< c` is
`x< (b+c)/(a)` .