`5. [225-(x-10) ]-125=0`
`5. [225-(x-10) ]=125`
`225-(x-10) = 125:5`
`225-(x-10) =25`
`x-10=225-25`
`x-10=200`
`x=210`
\(5\times\left[225-\left(x-10\right)\right]-125=0\)
\(\Rightarrow\)\(5\times\left[225-\left(x-10\right)\right]=125\)
`=>`\(225-\left(x-10\right)=25\)
`=>`\(x-10=225-25=200\)
`=>x=210`
5. [225−(x−10) ]−125=05. [225-(x-10) ]-125=0
5. [225−(x−10) ]=1255. [225-(x-10) ]=125
225−(x−10)=125:5225-(x-10)=125:5
225−(x−10)=25225-(x-10)=25
x−10=225−25x-10=225-25
x−10=200x-10=200
x=210