16z^2-14z^5/2z^2

Simple and best practice solution for 16z^2-14z^5/2z^2 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 16z^2-14z^5/2z^2 equation:


z in (-oo:+oo)

16*z^2-(z^2*((14*z^5)/2)) = 0

16*z^2-7*z^7 = 0

16*z^2-7*z^7 = 0

z^2*(16-7*z^5) = 0

-7*z^5 = -16 // : -7

z^5 = 16/7

z^5 = 16/7 // ^ 1/5

z = (16/7)^(1/5)

z^2 = 0

1*z^2 = 0 // : 1

z^2 = 0

z = 0

z in { (16/7)^(1/5), 0 }

See similar equations:

| 8x/73/7=6 | | X+x+1=-298 | | 2y=3+6x | | 2(3x+7)+8=6+2x | | 8x/7-3/7 | | 4(d+9)= | | 2(w-2)+6=2-4w | | 2(x+1)-7=3x-19 | | 6x^3+2x^2+4x+5=0 | | 4n-5+2n+3=9+3n+1 | | 2x+19+3x-1=52-3x+30 | | (f*g)(x)=(4x+1)*(x^2-5) | | 3x+41-4x=1-7x+4 | | (x−60)/83 | | 7-2x+4=4x+5 | | 6+a+(a+3)+3=81 | | 3xy+2= | | 6+a+(a+3)+3=18 | | -5c^2+26c+24=0 | | 16=2(w-6)+2w | | (f*g)(x)=(4*2)*(x+1) | | 6+a+(a+3)+3=9 | | 9m-16n= | | 2x-x^2+16= | | Y=K/X | | 5y-10x-5=0 | | P(5)= | | (F+g)(x)=(6x+2)+(2x+4) | | tan(x)=2.083 | | -(3x-13)+2(6x+4)= | | -41=11n-19 | | y+2+1=4y |

Equations solver categories