(J)x5+x3=10

Simple and best practice solution for (J)x5+x3=10 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 (J)x5+x3=10 equation:



()J5+J3=10
We move all terms to the left:
()J5+J3-(10)=0
We add all the numbers together, and all the variables
J^3+()J5-10=0
We do not support eJpression: J^3

See similar equations:

| (J)x+14=5 | | .75(2x-3)=1.2(3x+1) | | -76.05=9b | | 1260000=3*n | | y=10–2X | | (4x+52)+(2x-22)=180 | | 23=19=n+15 | | (4x+54)+(2x+22)=180 | | X+{x-30}=180 | | (5-z)(5z-9)=0 | | 5/7=4x+4/6x+2 | | 14+n=57 | | x 5=7 4 | | 14+n=43 | | 12(3x/4-x/6-5/12)=-5+11x | | 20x=126 | | 13+n=518 | | 40-1~28(4x)=30-1~28(3x) | | -3.6x+5.4=3.5x=7 | | x(3+6)=36 | | 3x-5°+3x+15°=90° | | t3=64/27 | | 13+n=505 | | 3n+6-5n=8-2n+1 | | x10-1=7 | | (x^2)(1.50-x)=0 | | 40-1^28(4x)=30-1^28(3x) | | -100=2x=4x^2 | | 1849-1420=n | | x^2/1.50-x=0 | | 8x+15=151 | | 1420-1849=n |

Equations solver categories