Solve the following equations: `2(2x+3)-10lt=6(x-2)`

Explanation

Let,`2(2x+3)−10<6(x−2)`

`⇒4x+6−10<6x−12`

`⇒4x−4<6x−12`

`⇒−4+12<6x−4x`

`⇒8<2x`

`⇒4
Thus, all real numbers x, which are greater than `4`, are the solution of the given inequality.

Hence, the solution set of the given inequality is `(4,oo)`.