Question

2d+1/4=3/4+d variable separately in LHS and RHS​

Answer 1

d =
`(1)/(2)`

Explanation:

given

2d +
`(1)/(4)` =
`(3)/(4)` + d ( subtract d from both sides )

2d - d +
`(1)/(4)` =
`(3)/(4)` + d - d ( simplify both sides )

d +
`(1)/(4)` =
`(3)/(4)` ( subtract
`(1)/(4)` from both sides )

d +
`(1)/(4)` -
`(1)/(4)` =
`(3)/(4)` -
`(1)/(4)` ( simplify both sides )

d =
`(2)/(4)` , that is

d =
`(1)/(2)`