Question

Solve the following linear inequalities
7-2x < -3 ,-7x +18 > -38

Answer 1

Explanation:

☞$\bf\red{Answer-}$

$7 - 2x < - 3$

$- 2x < - 3 - 7$

$- 2x < - 10$

$x > 10$

$x \: belongs \: to \: (10. \infty )$

$- 7x + 18 > - 38$

$- 7x + 18 + 38 > 0$

$- 7x + 56 > 0$

$- 7x > - 56$

$x < 8$

$x \: belongs \: to \: ( - \infty .8)$

$gettting \: intersection \: of \: both$

$x \: belongs \: to( - \infty . 8 )u(10. \infty )$

Answer 2

is it ok for you or you want with more explanation

sorry I have write questions above but it can't be post due to cropping system