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4^(x+4)=2^4x
We move all terms to the left:
4^(x+4)-(2^4x)=0
| -5(a-4)=15 | | 5.8g+9=1.8g+21 | | x+5.3=25 | | 10p=7p+6 | | 15+2x=8x+23 | | 3x-15=-11-3x-4 | | 2x-5.4=2.5x-3.9 | | 15x+65=22x+4 | | 7(x-2)=6x | | 1.3x=-1.69 | | 237=-w+35 | | 9x+3-8x=7-x | | 16/p=2 | | -10y=1000 | | 9z-8z=8 | | 37/6x=6 | | 133-8x=5(4x-7) | | 2x+2=4(2x-1) | | 8x+2-4x=2x+10 | | 10+z=-8-5z | | x/6=9-5 | | a+23/4=7 | | 3y+11+110-30=180 | | 237=-w+15 | | -5+5n-7=-40+5n | | (7z-3)+(5z+11)=180 | | X^2+13r+40=0 | | 2(x+2)+3x=-6 | | 4.1g+5=1.1g+11 | | 5y=152 | | -4(k−6)=6(k+2) | | 32x=538 |