a*10^4+a*10^2=24240

Simple and best practice solution for a*10^4+a*10^2=24240 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 a*10^4+a*10^2=24240 equation:



a*10^4+a*10^2=24240
We move all terms to the left:
a*10^4+a*10^2-(24240)=0
Wy multiply elements
10a^5+10a^3-24240=0
We do not support eapression: a^5

See similar equations:

| -1422=v-625 | | 18m+5-3=0 | | 5d-1/3=8 | | 5x-(2x+3)=+4 | | 270=-334+n | | 16(x-2.5)=3(3x+5)+1 | | r+707=-40 | | -2+2y/5=6 | | 27/x=18/46 | | 18/46=27/x | | (-30)/10=15/n | | 4(5-2x)=-20 | | 4x+1/2=3x-7/5 | | (0.5)^(x+3)=x+6 | | 4/5*m=16 | | 8(x-15)=280 | | -4+4x+27+36=180 | | 6x-9x4=-2x-2 | | 4(2x-5)+1=-5x-45 | | 5x÷4x=0 | | 41-2n=2+4 | | 5=w/3 | | 2x^2=42^2 | | 54=9g | | 3=-3/7d | | -3n+3(4n+15=-21 | | 7c+3(3c+5=-103 | | 3(3+2x)-(1-x)=2(4+3x)+x | | x^2+(8-2x)^2=52 | | 2(x)^2+5=7x | | 7x=4x^2+20x+25 | | x^2=25-13x/4 |

Equations solver categories