(3y^4n^6)^2/(y^2n^-3)^4

Simple and best practice solution for (3y^4n^6)^2/(y^2n^-3)^4 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 (3y^4n^6)^2/(y^2n^-3)^4 equation: 


D( x )

(n^-3*y^2)^4 = 0

(n^-3*y^2)^4 = 0

(n^-3*y^2)^4 = 0

n^-12*y^8 = 0

x należy do R

x belongs to the empty set

((3*n^6*y^4)^2)/((n^-3*y^2)^4) = 0

x belongs to the empty set

See similar equations:

| X^2-24x+200=0 | | (3x+7)(5x^2-31x+6)=0 | | r=-0.037*1960+50.1 | | 1936=-0.037t+50.1 | | 1960=-0.037t+50.1 | | 18y-13=14y-7 | | 34-79=3 | | 7x^2-5x-14=0 | | 25x^2-30x=12 | | 3h-5=19 | | x(5x+7)=7 | | 3p+1-p^2-3p^3=0 | | 4-2e+3-e= | | 572.265=3.14r^2 | | 6x-2=6(x-6) | | 2x+18=16+4(x+7) | | 48.8=-0.037t+50.1 | | x=13x+24 | | 13x+10=12x | | -72=-18x-6x | | 108=-3x-6x | | 2x+18=16+4(v+7) | | -2x=6x-64 | | 15x+50=10x | | 5x=9x+24 | | 13x=10x-3 | | 7x/24-13y/24 | | 9x=x+88 | | 9x+7x=15x+1 | | 400.9466=3.14r^2 | | 16x-3x=13 | | (y/4)^2=0 |

Equations solver categories