\(\left(10+2x\right).4^{2011}=4^{2013}\)
\(\left(10+2x\right)=4^{2013}:4^{2011}\)
\(\left(10+2x\right)=4^{2013-2011}\)
`10+2x=4^2`
`10+2x=16`
`2x=16-10`
`2x=6`
`x=6:2`
`x=3`
___________________________
`12.(x-1):3=4^3 + 2^3`
`12.(x-1):3 = 64+8`
`12.(x-1):3=72`
`12.(x-1)=72.3`
`12.(x-1)=216`
`x-1=216:12`
`x-1=18`
`x=18+1`
`x=19`
`a, (10 + 2x) . 4^2011 = 4^2013`
`=> 10 + 2x = 4^(2013-2011)`
`=> 10+2x = 4^2 = 16`
`=> 2x = 6`
`=> x= 3`
`b, 12(x-1) : 3 = 4^3 + 2^3`
`=> 4(x-1) = 72`
`=> x- 1 = 18`
`=> x = 19`.