Question

2x - 10 + x/2=180
plz solve this​

Answer 1

2x-10 +x= 180*2=360

2x+x=3x

3x =180+10=190

x=190\3

Answer 2

Answer:-

$\huge\boxed{x = 76}$

Solution:-

$2x - 10 + \dfrac{x}{2} = 180$

$= \dfrac{2x - 10}{1} + \dfrac{x}{2} = 180$

$= > \dfrac{2(2x - 10) + x}{2} = 180$

$= > \dfrac{4x - 20 + x}{2} = 180$

$= > \dfrac{5x - 20}{2} = 180$

$= > 5x - 20 = 360$

$= > 5x = 360 + 20$

$= > 5x = 380$

$= > x = \dfrac{380}{5}$

$= > x = 76$

Hence, The value of x is 76.

Verification:-

Putting the value of x

$= > 2 \times 76 - 10 + \dfrac{76}{2} = 180$

$= > 152 - 10 + 38 = 180$

$= > 190 - 10 = 180$

$= > 180 = 180$

Therefore, L.H.S = R.H.S

Hence, Proved.