(6x^3-2w^6x^5)/(8u^6x^4)

Simple and best practice solution for (6x^3-2w^6x^5)/(8u^6x^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 (6x^3-2w^6x^5)/(8u^6x^4) equation:


D( x )

8*u^6*x^4 = 0

8*u^6*x^4 = 0

8*u^6*x^4 = 0

8*u^6*x^4 = 0 // : 8*u^6

x^4 = 0

x = 0

x in (-oo:0) U (0:+oo)

(6*x^3-(2*w^6*x^5))/(8*u^6*x^4) = 0

(6*x^3-2*w^6*x^5)/(8*u^6*x^4) = 0

6*x^3-2*w^6*x^5 = 0

2*x^3*(3-(w^6*x^2)) = 0

-w^6*x^2 = -3 // : -w^6

x^2 = 3/(w^6)

x^2 = 3/(w^6) // ^ 1/2

abs(x) = (3^(1/2))/(w^3)

x = (3^(1/2))/(w^3) or x = -((3^(1/2))/(w^3))

2*x^3*(x-3^(1/2)*w^-3)*(3^(1/2)*w^-3+x) = 0

(2*x^3*(x-3^(1/2)*w^-3)*(3^(1/2)*w^-3+x))/(8*u^6*x^4) = 0

( 2*x^3 )

2*x^3 = 0 // : 2

x^3 = 0

x = 0

( 3^(1/2)*w^-3+x )

3^(1/2)*w^-3+x = 0 // - 3^(1/2)*w^-3

x = -(3^(1/2)*w^-3)

( x-3^(1/2)*w^-3 )

x-3^(1/2)*w^-3 = 0 // + -3^(1/2)*w^-3

x = -(-3^(1/2)*w^-3)

x in { 0}

x in { -(3^(1/2)*w^-3), -(-3^(1/2)*w^-3) }

See similar equations:

| 2x+4(20-16x)=18 | | .069/26=1/1000 | | 6x+45-6x=x^2+9 | | 5-9v-5v=11-8v | | 9x-7=45-4x | | y-11= | | 4a+6+4a=-18 | | -1+r-7=3r+2 | | r-1/12=35/12 | | 5n+7=2+6n | | (x-8)+(x-9)=11 | | -8+3x+2x=8x-5 | | -5(3-6x)=165 | | 8(1-4x)=38-2x | | -5p-3p=-8 | | 3(4-2x)=54 | | H=-2t^2-t+10 | | -2(k+6)=38-2x | | 2x^2-20=-7x | | 4/10=9/21 | | -5(2x+5)=35 | | 18/21=25/x | | 3xy=19 | | -7(1x-1)=-21 | | -4.9x^2+49x+1.5=1.5 | | 14*6x=7x*12 | | 26/30=x/40 | | cos^-1(4/8) | | -3x+6x=3 | | 10/12=x/100 | | 6(-7x+8)=-456 | | 2x-9=4x-11 |

Equations solver categories