25^(2x+1)=125^(x)

Simple and best practice solution for 25^(2x+1)=125^(x) equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for 25^(2x+1)=125^(x) equation: 



25^(2x+1)=125^(x)

We move all terms to the left:

25^(2x+1)-(125^(x))=0

determiningTheFunctionDomain
25^(2x+1)-125^x=0

See similar equations:

| 15=n÷6 | | 15x²-35=1-x² | | m÷-9=23 | | (6x-5)+(14+4x)=180 | | 3/6x+4=32 | | -2(-2x+3)-x-1=−2(−2x+3)−x−1=-28 | | 1/7n-6=95 | | -2(-3x-2)-5x+3=−2(−3x−2)−5x+3=-2 | | 9(p−4)=−184 | | 3(3x+3)-5x-4=3(3x+3)−5x−4=25 | | 4t-t=6+6 | | 13y–5=11+9y | | 7x+15–5x10=-17+13x | | 16=8(z+9) | | P(18.5x̄19.5)=P((18.5-19)/(6/√16)Z(19.5-19)/(6/√16)) | | 7p+15–5p10=-17+13p | | 0=4x2-64x+192 | | –6q=–10+4q | | 11+7(2x+11-9x)=2(x+1) | | -5/4=2/3x-6/5 | | 4(29)+4=3x-3 | | -4/7x(8)=3(½x-14) | | 56+7y=78 | | (4x+4)+60=180 | | -4/7z(8)=3(½z-14) | | 101=45t-5t2 | | 0.2y-0.6=3-0.7 | | ⅔(4x-3)=-7(11+3x-x) | | 5p−9=6p | | x+(-10)=0 | | (2x-10)˚=(65-x)˚ | | 7m-10=18 |

Equations solver categories