If it's not what You are looking for type in the equation solver your own equation and let us solve it.
Simplifying (4z + -1x)(z3 + -4z2x + 2zx2 + -1x3) = 0 Reorder the terms: (-1x + 4z)(z3 + -4z2x + 2zx2 + -1x3) = 0 Reorder the terms: (-1x + 4z)(-4xz2 + 2x2z + -1x3 + z3) = 0 Multiply (-1x + 4z) * (-4xz2 + 2x2z + -1x3 + z3) (-1x * (-4xz2 + 2x2z + -1x3 + z3) + 4z * (-4xz2 + 2x2z + -1x3 + z3)) = 0 ((-4xz2 * -1x + 2x2z * -1x + -1x3 * -1x + z3 * -1x) + 4z * (-4xz2 + 2x2z + -1x3 + z3)) = 0 Reorder the terms: ((-1xz3 + 4x2z2 + -2x3z + 1x4) + 4z * (-4xz2 + 2x2z + -1x3 + z3)) = 0 ((-1xz3 + 4x2z2 + -2x3z + 1x4) + 4z * (-4xz2 + 2x2z + -1x3 + z3)) = 0 (-1xz3 + 4x2z2 + -2x3z + 1x4 + (-4xz2 * 4z + 2x2z * 4z + -1x3 * 4z + z3 * 4z)) = 0 (-1xz3 + 4x2z2 + -2x3z + 1x4 + (-16xz3 + 8x2z2 + -4x3z + 4z4)) = 0 Reorder the terms: (-1xz3 + -16xz3 + 4x2z2 + 8x2z2 + -2x3z + -4x3z + 1x4 + 4z4) = 0 Combine like terms: -1xz3 + -16xz3 = -17xz3 (-17xz3 + 4x2z2 + 8x2z2 + -2x3z + -4x3z + 1x4 + 4z4) = 0 Combine like terms: 4x2z2 + 8x2z2 = 12x2z2 (-17xz3 + 12x2z2 + -2x3z + -4x3z + 1x4 + 4z4) = 0 Combine like terms: -2x3z + -4x3z = -6x3z (-17xz3 + 12x2z2 + -6x3z + 1x4 + 4z4) = 0 Solving -17xz3 + 12x2z2 + -6x3z + 1x4 + 4z4 = 0 Solving for variable 'x'. The solution to this equation could not be determined.
| 3x^2+x+140=0 | | x^2-5.0x=9.75 | | 7(x+4)-12= | | 63-19=x | | A-20a-100=121 | | h=-16t^2+16t+320 | | 3x+(x-2)*2=6 | | -26.7=w/8-1.1 | | 42+x=17 | | H^2+18+81=3 | | 2(x+3)=x+1 | | -44+.80=-45 | | 450-55x=45(x-1) | | -7/8u=49 | | 13r^7/39r^4 | | -2x(x+3)+5(x-2)=x+1 | | 6(5+6*15)-(5*15+6)*7=3 | | -5v/3=30 | | H^2+18+81=0 | | (x^3+x^2+x+1)(14x-11)= | | 8p-4=2p+10 | | 3x=1-y | | 5=-0.024x^2+0.53x+3 | | 9x+2=6-(4x-2) | | (4x+3)(3x^2+8+6)= | | 5/6=-20 | | Y=7x^2-2x+3 | | 6(5+6x)-(5x+6)*7=3 | | 19-(9d-5)+18d=3(6d+5) | | x/12=60 | | 6(v+4)-2v=2(2v+4)-14 | | Y/6=5/4 |