Question

Please answer below :-)

Answer 1

Explanation:

`(2x - 1)/(4) + (x)/(3) = 2`

find a common denominator of 12 for each fraction

`(3)/(3) * ((2x - 1))/(4) + (4)/(4) * (x)/(3) = (12)/(12) * (2)/(1)`

`(6x - 3)/(12) + (4x)/(12) = (24)/(12)`

`(6x - 3 + 4x)/(12) = (24)/(12)`

`(10x - 3)/(12) = (24)/(12)`

multiply both sides by 12

`12 * (10x - 3)/(12) = (24)/(12) * 12`

12s cancel out

`10x - 3 = 24`

add three to both sides

`10x - 3 + 3 = 24 + 3`

`10x = 27`

divide both sides by 10

`(10x)/(10) = (27)/(10)`

The tens on the left side cancel

`x = (27)/(10) = 2.7`