If it's not what You are looking for type in the equation solver your own equation and let us solve it.
Simplifying (X + -2y)(3x + -5y) = 3x2 + 1xy + -10y2 Multiply (X + -2y) * (3x + -5y) (X(3x + -5y) + -2y * (3x + -5y)) = 3x2 + 1xy + -10y2 ((3x * X + -5y * X) + -2y * (3x + -5y)) = 3x2 + 1xy + -10y2 ((3xX + -5yX) + -2y * (3x + -5y)) = 3x2 + 1xy + -10y2 (3xX + -5yX + (3x * -2y + -5y * -2y)) = 3x2 + 1xy + -10y2 (3xX + -5yX + (-6xy + 10y2)) = 3x2 + 1xy + -10y2 Reorder the terms: (3xX + -6xy + -5yX + 10y2) = 3x2 + 1xy + -10y2 (3xX + -6xy + -5yX + 10y2) = 3x2 + 1xy + -10y2 Reorder the terms: 3xX + -6xy + -5yX + 10y2 = 1xy + 3x2 + -10y2 Solving 3xX + -6xy + -5yX + 10y2 = 1xy + 3x2 + -10y2 Solving for variable 'x'. Reorder the terms: 3xX + -6xy + -1xy + -3x2 + -5yX + 10y2 + 10y2 = 1xy + 3x2 + -10y2 + -1xy + -3x2 + 10y2 Combine like terms: -6xy + -1xy = -7xy 3xX + -7xy + -3x2 + -5yX + 10y2 + 10y2 = 1xy + 3x2 + -10y2 + -1xy + -3x2 + 10y2 Combine like terms: 10y2 + 10y2 = 20y2 3xX + -7xy + -3x2 + -5yX + 20y2 = 1xy + 3x2 + -10y2 + -1xy + -3x2 + 10y2 Reorder the terms: 3xX + -7xy + -3x2 + -5yX + 20y2 = 1xy + -1xy + 3x2 + -3x2 + -10y2 + 10y2 Combine like terms: 1xy + -1xy = 0 3xX + -7xy + -3x2 + -5yX + 20y2 = 0 + 3x2 + -3x2 + -10y2 + 10y2 3xX + -7xy + -3x2 + -5yX + 20y2 = 3x2 + -3x2 + -10y2 + 10y2 Combine like terms: 3x2 + -3x2 = 0 3xX + -7xy + -3x2 + -5yX + 20y2 = 0 + -10y2 + 10y2 3xX + -7xy + -3x2 + -5yX + 20y2 = -10y2 + 10y2 Combine like terms: -10y2 + 10y2 = 0 3xX + -7xy + -3x2 + -5yX + 20y2 = 0 The solution to this equation could not be determined.
| 3n-4n=-14 | | -5a^2+260=0 | | -12x-48= | | 4x^2-9x-2.5=0 | | 25-3x=9-7x | | 5(4x+3)+6x-12= | | 4x^2+0.106x-0.106=0 | | 5x+7=-42-2 | | 2(6x+6)+4(10-x)= | | A=(4x-7) | | 2t-8=15 | | 2(x-2)+10(x+9)= | | 6x-5=13x+33 | | x^3=19x+30 | | 10v=-2 | | y=20+20x | | -10=s-(-6) | | 4log(4x)=12 | | X+17=204 | | 7s=-9 | | y=3x+-3 | | 10x-9=2x+11 | | (-3ln+6lnx)=6 | | 36*x^4=4.5 | | -5y+x=-3 | | x^2+0.106x-0.106=0 | | 9(x+2)=7x+25 | | 24=60-8x | | s-(-10)=2 | | 24=60-x | | 3x+12=6x+5 | | 4=16-n |