If it's not what You are looking for type in the equation solver your own equation and let us solve it.
Simplifying (u4 + u) * x2 + -1(u4 + -2u)(x + -1) = 12 Reorder the terms: (u + u4) * x2 + -1(u4 + -2u)(x + -1) = 12 Reorder the terms for easier multiplication: x2(u + u4) + -1(u4 + -2u)(x + -1) = 12 (u * x2 + u4 * x2) + -1(u4 + -2u)(x + -1) = 12 (ux2 + u4x2) + -1(u4 + -2u)(x + -1) = 12 Reorder the terms: ux2 + u4x2 + -1(-2u + u4)(x + -1) = 12 Reorder the terms: ux2 + u4x2 + -1(-2u + u4)(-1 + x) = 12 Multiply (-2u + u4) * (-1 + x) ux2 + u4x2 + -1(-2u * (-1 + x) + u4(-1 + x)) = 12 ux2 + u4x2 + -1((-1 * -2u + x * -2u) + u4(-1 + x)) = 12 ux2 + u4x2 + -1((2u + -2ux) + u4(-1 + x)) = 12 ux2 + u4x2 + -1(2u + -2ux + (-1 * u4 + x * u4)) = 12 ux2 + u4x2 + -1(2u + -2ux + (-1u4 + u4x)) = 12 ux2 + u4x2 + -1(2u + -2ux + -1u4 + u4x) = 12 ux2 + u4x2 + (2u * -1 + -2ux * -1 + -1u4 * -1 + u4x * -1) = 12 ux2 + u4x2 + (-2u + 2ux + 1u4 + -1u4x) = 12 Reorder the terms: -2u + 2ux + ux2 + 1u4 + -1u4x + u4x2 = 12 Solving -2u + 2ux + ux2 + 1u4 + -1u4x + u4x2 = 12 Solving for variable 'u'. Reorder the terms: -12 + -2u + 2ux + ux2 + 1u4 + -1u4x + u4x2 = 12 + -12 Combine like terms: 12 + -12 = 0 -12 + -2u + 2ux + ux2 + 1u4 + -1u4x + u4x2 = 0 The solution to this equation could not be determined.
| (a^4+u)*x^2-(u^4-2*u)*(x-1)=12 | | 0.83t^2+7t-5=0 | | -9+8y+8-6y= | | 4y^3(8-10y^4)=12 | | 8i/7-6i | | 3x+5=2*(5x-1) | | (x-3)/(12-x) | | x=180*17 | | 9.3-5c+1.2=7 | | x-3/12-x | | (h-9)/11=-7 | | 9z^2=6z+15 | | 2y+3=-4y+12 | | 24x+16y+44= | | 4w^2-31w+42=0 | | h-9/11=-7 | | 30/11 | | 4x-(2+6x-(10x+5))=3 | | y=54*cos(69) | | 3e^2x+9=30 | | (5x+8)*(4x^2+2x+4)= | | 4x-(2+6x-(10x+5))=5 | | 11/3=10/u | | 16.2-(2y+1)=y+0.2 | | 2sint-cost=0 | | 0.3=x^2-14x+33 | | (x-3)(2-1x)(5-1x)=0 | | (3y-11)=101 | | k=2k+2u | | 3-8y/y | | 0.3=x^2+10x+33 | | 4x^3-16x^2+16x=o |