3*((z(z-2))(z+2*I))(z-2*I)+3=o

Simple and best practice solution for 3*((z(z-2))(z+2*I))(z-2*I)+3=o 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 3*((z(z-2))(z+2*I))(z-2*I)+3=o equation: 


Simplifying
3((z(z + -2))(z + 2I))(z + -2I) + 3 = o

Reorder the terms:
3((z(-2 + z))(z + 2I))(z + -2I) + 3 = o
3(((-2 * z + z * z))(z + 2I))(z + -2I) + 3 = o
3(((-2z + z2))(z + 2I))(z + -2I) + 3 = o

Reorder the terms:
3((-2z + z2)(2I + z))(z + -2I) + 3 = o

Multiply (-2z + z2) * (2I + z)
3((-2z * (2I + z) + z2(2I + z)))(z + -2I) + 3 = o
3(((2I * -2z + z * -2z) + z2(2I + z)))(z + -2I) + 3 = o
3(((-4zI + -2z2) + z2(2I + z)))(z + -2I) + 3 = o
3((-4zI + -2z2 + (2I * z2 + z * z2)))(z + -2I) + 3 = o
3((-4zI + -2z2 + (2z2I + z3)))(z + -2I) + 3 = o
3((-4zI + -2z2 + 2z2I + z3))(z + -2I) + 3 = o

Reorder the terms:
3(-4zI + -2z2 + 2z2I + z3)(-2I + z) + 3 = o

Multiply (-4zI + -2z2 + 2z2I + z3) * (-2I + z)
3(-4zI * (-2I + z) + -2z2 * (-2I + z) + 2z2I * (-2I + z) + z3(-2I + z)) + 3 = o
3((-2I * -4zI + z * -4zI) + -2z2 * (-2I + z) + 2z2I * (-2I + z) + z3(-2I + z)) + 3 = o
3((8zI2 + -4z2I) + -2z2 * (-2I + z) + 2z2I * (-2I + z) + z3(-2I + z)) + 3 = o
3(8zI2 + -4z2I + (-2I * -2z2 + z * -2z2) + 2z2I * (-2I + z) + z3(-2I + z)) + 3 = o
3(8zI2 + -4z2I + (4z2I + -2z3) + 2z2I * (-2I + z) + z3(-2I + z)) + 3 = o
3(8zI2 + -4z2I + 4z2I + -2z3 + (-2I * 2z2I + z * 2z2I) + z3(-2I + z)) + 3 = o
3(8zI2 + -4z2I + 4z2I + -2z3 + (-4z2I2 + 2z3I) + z3(-2I + z)) + 3 = o
3(8zI2 + -4z2I + 4z2I + -2z3 + -4z2I2 + 2z3I + (-2I * z3 + z * z3)) + 3 = o
3(8zI2 + -4z2I + 4z2I + -2z3 + -4z2I2 + 2z3I + (-2z3I + z4)) + 3 = o

Reorder the terms:
3(8zI2 + -4z2I + 4z2I + -4z2I2 + -2z3 + 2z3I + -2z3I + z4) + 3 = o

Combine like terms: -4z2I + 4z2I = 0
3(8zI2 + 0 + -4z2I2 + -2z3 + 2z3I + -2z3I + z4) + 3 = o
3(8zI2 + -4z2I2 + -2z3 + 2z3I + -2z3I + z4) + 3 = o

Combine like terms: 2z3I + -2z3I = 0
3(8zI2 + -4z2I2 + -2z3 + 0 + z4) + 3 = o
3(8zI2 + -4z2I2 + -2z3 + z4) + 3 = o
(8zI2 * 3 + -4z2I2 * 3 + -2z3 * 3 + z4 * 3) + 3 = o
(24zI2 + -12z2I2 + -6z3 + 3z4) + 3 = o

Reorder the terms:
3 + 24zI2 + -12z2I2 + -6z3 + 3z4 = o

Solving
3 + 24zI2 + -12z2I2 + -6z3 + 3z4 = o

Solving for variable 'z'.

Reorder the terms:
3 + -1o + 24zI2 + -12z2I2 + -6z3 + 3z4 = o + -1o

Combine like terms: o + -1o = 0
3 + -1o + 24zI2 + -12z2I2 + -6z3 + 3z4 = 0

The solution to this equation could not be determined.

See similar equations:

| 3*(((z+1)(z-2))(z+2*I))(z-2*I)=0 | | ln(2-5x)= | | p(x)=x^3-7x^2-18x | | 9x+4=4x-21 | | 1/2m-6=8 | | X^2-x-2-(12x^2+17x-5)-6=8x-11(x^2+4x-21) | | Logx(6-5x)=2 | | 7/4x-2/1=5/6x-4/1 | | (5y^2+4y)-(-7y^2-8y+7)= | | 6x-(2x+20)=12 | | 2(5x+1)+4(x-2)= | | 2x-x+3=7 | | -5x+6x-81=7x+102+65 | | 300=2y+1.5(x-24) | | 8/3(y)=2/3(y) | | 5y+3x-12=10x-7y+4 | | 9/3-2 | | 1/2(12x1/4)-1/2 | | 13-9x=-149 | | 3x^2+2x=5x^2 | | 5(7+7x)=210 | | e-6=-6 | | 3m-2m=m+14 | | X+8=-2+3x | | 200/13 | | f(x)=(5x)/(4x-16) | | 18-2y=42 | | -(3xy-9)+2(5xy+6)= | | 15x+20=110 | | 3x-2(2)=5 | | 13(x+10)=169 | | 8x-7=8x+46 |

Equations solver categories