(x)x4+(x)x4=32

Simple and best practice solution for (x)x4+(x)x4=32 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 (x)x4+(x)x4=32 equation: 



(x)x4+(x)x4=32

We move all terms to the left:

(x)x4+(x)x4-(32)=0

We move all terms containing x to the left, all other terms to the right

xx4+xx4=32

See similar equations:

| x12=2848 | | -8(x-6)+6=54 | | -5x–3+4x+1=-4 | | .5+d=365 | | 4x25-14+3x=161 | | 3(-7x+1)=14 | | x-4=92+123 | | 6x+5x-9=46 | | 8(3-7p)=-33+p | | 55=–7v–8 | | 3. 0.27v–1.6=0.32v–2 | | 3x+12-20=18 | | -1.4+x=2.4 | | -x+37=-8(x-9) | | 180=7a+110 | | 4x21-14+3x=161 | | -7y-8(6-6y)=19-231 | | 15y=3=18y | | 7(5+m)=98 | | 12e=132 | | -10n+-2=-2+10 | | 5p-2=7+2p | | 4(-5x+7)5x=15 | | 16z=24 | | 93=75=2x | | 1/4÷√2=2n | | 3x+2+2x+3=20 | | (1/2)x-3=6 | | 159=80-y | | 7=3a-21+a | | 15=-3i | | .5n+16=32 |

Equations solver categories