`112 - 2(x- 1) = 2^3 . 2^2`
\(112-2.\left(x-1\right)=2^{3+2}\)
\(112-2.\left(x-1\right)=2^5\)
`112 - 2.(x-1)= 32`
`2.(x-1) = 112-32`
`2.(x-1) = 80`
`x - 1 = 80 : 2`
`x - 1 = 40`
`x = 40 + 1`
`x = 41`
112-2(x-1)=2^3.2^2
112-2(x-1)=23+2
112-2(x-1)=25
112-2(x-1)=32
2(x-1)=112-32=80
2(x-1)=80:2=40
x-1 =40
x = 40 + 1
x = 41
112 - 2 (x - 1) = 23 . 22
112 - 2 (x -1) = 8 . 4
112 - 2 (x -1) = 32
2 ( x -1) = 112 - 32
2 (x - 1) = 80
x - 1 = 80 : 2
x- 1 = 40
x = 40 + 1
x = 41
`112 - 2(x- 1) = 2^3 . 2^2`
\(112-2.\left(x-1\right)=2^5\)
`112 - 2.(x-1)= 32`
`2.(x-1) = 112-32`
`2.(x-1) = 80`
`x - 1 = 80 : 2`
`x - 1 = 40`
`x = 40 + 1`
`x = 41`
\(\text{112-2(x-1)=2^5}\)
\(\text{2(x-1)=112-32}\)
\(\text{x-1=80:2}\)
\(\text{x-1=40}\)
\(\text{x=40+1}\)
\(\text{x=41}\)