d)
<=>
\(\left(\dfrac{2x}{2}+\dfrac{11}{2}\right)=\dfrac{1}{2}+3+\dfrac{7}{3}=\dfrac{35}{6}\)
<=>
\(\dfrac{2x+11}{2}=\dfrac{35}{6}\)
<=>
\(\dfrac{3\left(2x+11\right)}{6}=\dfrac{35}{6}\)
=> \(6x+33-35=0\)
=> 6x = 0 + 35 - 33 = 2
=> x = 2/6 = 1/3
`a)(3/4x-10,5):3=15/8:80%`
`(3/4x-21/2):3=15/8:4/5=75/32`
`3/4x-21/2=75/32xx3=225/32`
`3/4x=225/32+21/2=561/32`
`x=561/32:3/4=187/8`
_______________________________________________________________
`b)[-2]/3+1/3x=3/5:3/2`
`[-2]/3+1/3x=2/5`
`1/3x=2/5+2/3=16/15`
`x=16/15:1/3=16/5`
_______________________________________________________________
`c)(2/9-x):5/6=[-4]/3`
`2/9-x=[-4]/3xx5/6=[-10]/9`
`x=2/9-[-10]/9=4/3`
_______________________________________________________________
`d)(x+11/2)-7/3-3=1/2`
`x+11/2=1/2+7/3+3`
`x+11/2=35/6`
`x=35/6-11/2`
`x=1/3`
`(3/4 x - 10,5) : 3 = 15/8 : 80%`
` (3/4 x - 10,5) : 3 = 15/8 xx 5/4`
`(3/4 x - 10,5) : 3 = 75/32`
`3/4x - 10,5 = 75/32 xx 3`
`3/4x - 10,5 = 225/2`
`3/4x = 225/32 + 10,5`
`3/4x= 561/32`
`x = 561/32 : 3/4`
`x=561/32 xx 4/3`
`x = 187/8`
_____________________________________
` (-2)/3 + 1/3x = 3/5 : 3/2`
` (-2)/3 + 1/3x = 3/5 xx 2/3`
`(-2)/3 + 1/3x = 2/5`
`1/3x = 2/5 - (-2)/3`
`1/3x = 2/5 + 2/3`
`1/3x= 16/15`
`x = 16/15 : 1/3`
`x = 16/15 xx 3`
`x= 16/5`
_________________________________________
`(2/9-x) : 5/6 = (-4)/3`
`2/9 - x = (-4)/3 xx 5/6`
`2/9 - x= (-10)/9`
`x = 2/9 - (-10)/9`
`x = 2/9 + 10/9`
`x = 12/9`
`x=4/3`
_________________________________
` (x + 11/2) - 7/3 - 3 = 1/2`
`x + 11/2 = 1/2 + 7/3 + 3`
`x + 11/2 = 35/6`
`x = 35/6 - 11/2`
`x = 1/3`
________________________________
`#BaoL i n h`