=(3x^2-5y)(3x^2-5y)(3x^2-5y)

Simple and best practice solution for =(3x^2-5y)(3x^2-5y)(3x^2-5y) 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 =(3x^2-5y)(3x^2-5y)(3x^2-5y) equation: 


Simplifying
0 = (3x2 + -5y)(3x2 + -5y)(3x2 + -5y)

Multiply (3x2 + -5y) * (3x2 + -5y)
0 = (3x2 * (3x2 + -5y) + -5y * (3x2 + -5y))(3x2 + -5y)
0 = ((3x2 * 3x2 + -5y * 3x2) + -5y * (3x2 + -5y))(3x2 + -5y)

Reorder the terms:
0 = ((-15x2y + 9x4) + -5y * (3x2 + -5y))(3x2 + -5y)
0 = ((-15x2y + 9x4) + -5y * (3x2 + -5y))(3x2 + -5y)
0 = (-15x2y + 9x4 + (3x2 * -5y + -5y * -5y))(3x2 + -5y)
0 = (-15x2y + 9x4 + (-15x2y + 25y2))(3x2 + -5y)

Reorder the terms:
0 = (-15x2y + -15x2y + 9x4 + 25y2)(3x2 + -5y)

Combine like terms: -15x2y + -15x2y = -30x2y
0 = (-30x2y + 9x4 + 25y2)(3x2 + -5y)

Multiply (-30x2y + 9x4 + 25y2) * (3x2 + -5y)
0 = (-30x2y * (3x2 + -5y) + 9x4 * (3x2 + -5y) + 25y2 * (3x2 + -5y))
0 = ((3x2 * -30x2y + -5y * -30x2y) + 9x4 * (3x2 + -5y) + 25y2 * (3x2 + -5y))

Reorder the terms:
0 = ((150x2y2 + -90x4y) + 9x4 * (3x2 + -5y) + 25y2 * (3x2 + -5y))
0 = ((150x2y2 + -90x4y) + 9x4 * (3x2 + -5y) + 25y2 * (3x2 + -5y))
0 = (150x2y2 + -90x4y + (3x2 * 9x4 + -5y * 9x4) + 25y2 * (3x2 + -5y))

Reorder the terms:
0 = (150x2y2 + -90x4y + (-45x4y + 27x6) + 25y2 * (3x2 + -5y))
0 = (150x2y2 + -90x4y + (-45x4y + 27x6) + 25y2 * (3x2 + -5y))
0 = (150x2y2 + -90x4y + -45x4y + 27x6 + (3x2 * 25y2 + -5y * 25y2))
0 = (150x2y2 + -90x4y + -45x4y + 27x6 + (75x2y2 + -125y3))

Reorder the terms:
0 = (150x2y2 + 75x2y2 + -90x4y + -45x4y + 27x6 + -125y3)

Combine like terms: 150x2y2 + 75x2y2 = 225x2y2
0 = (225x2y2 + -90x4y + -45x4y + 27x6 + -125y3)

Combine like terms: -90x4y + -45x4y = -135x4y
0 = (225x2y2 + -135x4y + 27x6 + -125y3)

Solving
0 = 225x2y2 + -135x4y + 27x6 + -125y3

Solving for variable 'x'.
Remove the zero:
-225x2y2 + 135x4y + -27x6 + 125y3 = 225x2y2 + -135x4y + 27x6 + -125y3 + -225x2y2 + 135x4y + -27x6 + 125y3

Reorder the terms:
-225x2y2 + 135x4y + -27x6 + 125y3 = 225x2y2 + -225x2y2 + -135x4y + 135x4y + 27x6 + -27x6 + -125y3 + 125y3

Combine like terms: 225x2y2 + -225x2y2 = 0
-225x2y2 + 135x4y + -27x6 + 125y3 = 0 + -135x4y + 135x4y + 27x6 + -27x6 + -125y3 + 125y3
-225x2y2 + 135x4y + -27x6 + 125y3 = -135x4y + 135x4y + 27x6 + -27x6 + -125y3 + 125y3

Combine like terms: -135x4y + 135x4y = 0
-225x2y2 + 135x4y + -27x6 + 125y3 = 0 + 27x6 + -27x6 + -125y3 + 125y3
-225x2y2 + 135x4y + -27x6 + 125y3 = 27x6 + -27x6 + -125y3 + 125y3

Combine like terms: 27x6 + -27x6 = 0
-225x2y2 + 135x4y + -27x6 + 125y3 = 0 + -125y3 + 125y3
-225x2y2 + 135x4y + -27x6 + 125y3 = -125y3 + 125y3

Combine like terms: -125y3 + 125y3 = 0
-225x2y2 + 135x4y + -27x6 + 125y3 = 0

The solution to this equation could not be determined.

See similar equations:

| =(2x^3y+z^2)(2x^3y+z^2)(2x^3y+z^2) | | 5x+3=(x-21) | | =(m^2n+8)(m^2n+8)(m^2n+8) | | =(m^2+8)(m^2+8)(m^2+8) | | =(5x-y)(2x-3) | | =(x+8y)(x-6y) | | 2(15-5)-(7-8)= | | 2(-31)= | | x^2-100x-50= | | x^2+22x-11= | | 3x+x-3=0 | | -42-(-11)= | | y=4x+80 | | 205-6x=39x+20 | | 81-18w+w^2= | | (3r-4)(4r-6)= | | x^2-18x-13=0 | | 53-5x=22x+23 | | -4(t-4)-(t+5)=10 | | 7t+6p=4t+8p | | 6p+7t=8p+4t | | 24-3n=30 | | 17/4= | | 3x+413= | | PR=x+y+z+w | | 20=30-z | | -3x=y | | 2x+23=10x+57 | | 3x-x=37 | | 10x-8= | | 6(3)-3y=-6 | | Y=-(-1)+5 |

Equations solver categories