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4^(x+3)=5^x
We move all terms to the left:
4^(x+3)-(5^x)=0
| 1.5^x+4=6 | | v^2–23v–24=0 | | 2(x–1)=5 | | k^2+49k=0 | | .5(3x-9)=x+3 | | (4x-7)=(2x+5) | | 1/2x+5=x+2 | | 3a^=7A= | | 2x(-5/2)=18/4 | | 4(u-9)=7u-33 | | 5b+1=6b-3 | | 2/3b-5=3 | | 5d+9.74=1+3.25d | | 2/3b-6=3 | | 15w^2+9w=0 | | -0.5z^2+(+.5z)^2=0 | | (z^2-(.5z^2))+(.5z)^2=z^2 | | 4x+3x+4=6x-11+5x-7 | | 2x-(5/2)=(18/4) | | 4z÷10+5=2 | | 3/2l=2/3 | | 2x-5/2=18/4 | | 2x-5^2=18^4 | | n^2−10n−84=9 | | 0=49x^2-28x-4 | | n2−10n−84=9 | | x^2+50*x-400=0 | | 0.75s+2.25=s8+0.25 | | 9n-7=79 | | −3+5+6g=11−3g | | x+4=−x−4 | | 2(7x+6)=-44 |