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4^(x-1)=3^x
We move all terms to the left:
4^(x-1)-(3^x)=0
| 5q-18=-8 | | 12-5v=73 | | 150m+125m+42975=45675-200m | | 2u-14=6 | | x.15=4x-5 | | -6(n+1)=-8(n-1) | | -5w/3=10 | | 4x-5=2(2x-1)–3 | | 15=y–3 | | 2(6-x=3 | | 2x^{3}-4x^{2}+6x-12=0 | | 32x=1080 | | -1-7q=13 | | .2x+.45(50)=41.5 | | 3x+1=2x+3.5;x | | 2u+4=-16 | | x*2/5=3/10 | | -4x=-16/9 | | 6−4x=7x−9x+4. | | 2(-6z+8)=2-10z | | x/2+1/1+3x/4=-9/1 | | 9x+8=153 | | 11=-4x-5 | | 5y-3+119+29=180 | | 2/9v=-12 | | 20+2x=1/2x | | 5x+2=-8+10x | | 2u+14=8 | | ×/5-5=x/15+5 | | 1/2x=2x+20 | | –9.9t=–9.9 | | 8n-8=6n-6 |