Question

H. Please answer as soon as possible.

Answer 1

The value x in equation
`(x-2)/(2)=(x+1)/(5)` is 4

Therefore x=4

Explanation:

Given that equation is
`(x-2)/(2)=(x+1)/(5)`

To simplify the given equation :

`(x-2)/(2)=(x+1)/(5)`

Multiply the above equation by 10 on both sides

`(x-2)/(2)* 10=(x+1)/(5)* 10`

`5(x-2)=2(x+1)`

`5(x)+5(-2)=2(x)+2(1)`

`5x-10=2x+2`

`5x-10-(2x+2)=2x+2-(2x+2)`

`5x-10-2x-2=2x-2-2x+2`

`3x-12=0`

`3x-12+12=0+12`

`3x=12`

`x=(12)/(3)`

Therefore x=4

The value x in equation
`(x-2)/(2)=(x+1)/(5)` is 4