Question

Solve the inequality:
31(2x + 1) - 12x > 50x

Answer 1

The inequality is true for all x.

`(-\infty, \infty) = \mathbb{R}`

Explanation:

`31(2x + 1) - 12x > 50x`

`62x + 31 - 12x > 50x`

`50x + 31 > 50x`

`y+31>y`

LHS > RHS

Once the LHS will always be greater than RHS for any value of y in the Real Set, the inequality is true for all values of x.