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25^(x+1)=125
We move all terms to the left:
25^(x+1)-(125)=0
We move all terms containing x to the left, all other terms to the right
25^(x+1)=125
| 7n-24=4n+6 | | 6x2+72x=0 | | 9m+10=70 | | n-5+12=20 | | 14x+20=−9 | | 2.6x=x+4 | | 9(x+4)=62 | | 21x+30°=180 | | 9x+72=4x+92 | | 12.6-2s=-5.4 | | 5=w8-3 | | 3s-5=-20 | | 9x+72=4x92 | | 2y+3y+8=28 | | 12-4x+2x²=7 | | R=y+× | | G=3a+3 | | 2/n=4/20 | | (15x-6)=(7x+18) | | h/6=1 | | 3x/5+5x/4=3/15 | | x-12=15+4 | | 25x=125x=5 | | 6+(2x-3)=18 | | 4=a/5-7 | | 40=-6x-2 | | 5x=125;x=25 | | 1x-3-2=0 | | 3x-5+5x-5=2x+2 | | 10+m=4+3m | | x+5=125;x=120 | | 2x=10=125;x=57.5 |