`3x = 387-254`
`3x = 133`
`-> x = 133/3`
\(\left(x+x+x\right)+\left(83+84+87\right)=387\\ 3x+254=387\\ 3x=387-254\\ 3x=133\\ x=\dfrac{133}{3}\)
`x + 83 + x + 84 + x + 87 = 387`
`=>( x + x + x ) + ( 83 + 84 + 87 ) = 387`
`=> 3x + 254 = 387`
`=> 3x = 387 - 254`
`=> 3x = 133`
`=> x = 133 : 3`
`=> x = 133/3`