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2^(x+3)=16
We move all terms to the left:
2^(x+3)-(16)=0
We move all terms containing x to the left, all other terms to the right
2^(x+3)=16
| -3x+14=-x-12 | | 15−16n=16−1 | | 3+6(n+4)=49 | | 3+6(n+4)=9 | | 3+6(n+4)=51 | | f(×)=5×+2 | | 8(x=2)-2-3.2=4.8x+14 | | (2x^2)-9x+453=0 | | m=9;(5,3) | | n-14=15n= | | 8+3(n-2)=27 | | 8+3(n-2)=47 | | 8+3(n-2)=53 | | n(n/25=4/10) | | 9/x+9=6/14 | | x/30=1/4 | | -10=y=18 | | 2-8k-7=5 | | 3/11=25/x | | 8+3(n+2)=38 | | x=4(3.14)(73.96) | | 8+3(n+2)=44 | | 8+3(n+2)=56 | | 4x-4+4x=180 | | 3(x–9)^2=21 | | 8+3(n+2)=31 | | -5x(3x+5)=7x(3x-4)+27 | | -15=k–12 | | (n^2+3)=28 | | -1+9b=-8-2b | | 6x-5+2=4(2x-1)-1 | | 4+5(n-1)=49 |