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4^(x-1)=3^(x)
We move all terms to the left:
4^(x-1)-(3^(x))=0
determiningTheFunctionDomain 4^(x-1)-3^x=0
| 8x+15+75+42=180 | | 2x-4+62+78=180 | | (4x)2+5=53 | | y=800(0.06/4)^9 | | 4n=78 | | 4x^2-2x-98=0 | | -0.4x-x=0 | | X-0.4x=0 | | X-x*0.4=5000 | | 2x+x=393 | | 2x+71=429 | | 2x+43=993 | | 5.1g+9=3.1g+21 | | 4(2b)=6b | | 9.50n=266 | | 3(x+10)=4x+10 | | 10x-6=4x-38 | | 6/x=9/6 | | X=4.5x+18 | | 12(6-9/8y)+5y=21 | | 4^-x+4=61 | | x^2-x+0.072=0 | | (2x+1)2=361 | | 24+(5x-4)=90 | | -50+3x=-40+2.50x | | 6x+24+4(x-7)=0 | | -2(4x-8)=2(x-2) | | 8(4x+20)=6496 | | 2(3-3x)=3-(x=5) | | 5y(2-10)(20y+5)=25 | | 102+4x+10=180 | | 2000=4.25v-300 |