`c) -4/7 - x = 3/5 - 2x`
`-4/7 - x + 2x = 3/5`
`x = 3/5 + 4/7`
`x = 41/35`
Vậy `x = 41/35`
``
`d) ( 3/8 - 1/5) + ( 5/8 - x) = 1/5`
`7/40 + (5/8 - x) = 1/5`
`( 5/8 - x) = 1/5 - 7/40`
`5/8 - x =1/40`
`x = 5/8 - 1/40`
`x= 3/5`
Vậy `x = 3/5`
``
`e) 2 1/2 - x + 4/5 = 2/3 - (-4/7)`
`5/2 - x + 4/5 = 26/21`
`5/2 - x = 26/21 - 4/5`
`5/2 - x = 46/105`
`x = 5/2 - 46/105`
`x= 433/210`
Vậy `x = 433/210`
``
`f) 9/2 - [ 2/3 - ( x + 7/4)] = (-5)/4`
` [ 2/3 - ( x + 7/4)] = 9/2 - (-5/4)`
`2/3 - ( x + 7/4) = 23/4`
`( x + 7/4) = 2/3 - 23/4`
`x + 7/4 = -61/12`
`x = -61/12 - 7/4`
`x= -41/6`
Vậy `x = -41/6`