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3^(x+1)=5^x
We move all terms to the left:
3^(x+1)-(5^x)=0
| 4m+6=50 | | 3x+10=5x-10=180 | | x-5/(x+1)-1=x+1 | | (4x-3)^2-25x^2=0 | | 12+13c=11c-6 | | 3x^2+54x-22=50 | | -6a+3=-3(2a-11) | | 150+102+84+3x=360 | | 2(14x+10+11x+22)=360 | | 7c^2=343 | | h=16(1/4)-16(1/4)^2 | | 3-2a=-13 | | 1h=16(1/4)-16(1/4)^2 | | 9x+10=-(x-17) | | Y=10+|x-5| | | Y=10+(|x-5|) | | 6g+60=-6 | | 5 | | 2/7x=31/21 | | -81x-9=0 | | -5n-7=33 | | j-1/4=-4(1/4) | | 3t5+25t4−28t3=7t4−7t | | (-7x-10)=(6x-5) | | 6y-86=90 | | 6y-86=180 | | 3.3x^2+2.3x-3.6=0 | | n-6(2)=n-7(9) | | 3x-4=5/8 | | 2.1=0.7c | | (7+2x)^6=-64 | | X+2(x+2)=-5 |