If it's not what You are looking for type in the equation solver your own equation and let us solve it.
Simplifying (X2 + -1y2 + -1z2) * p + 2xyq = z(x2 + -1y2) Reorder the terms for easier multiplication: p(X2 + -1y2 + -1z2) + 2xyq = z(x2 + -1y2) (X2 * p + -1y2 * p + -1z2 * p) + 2xyq = z(x2 + -1y2) (pX2 + -1py2 + -1pz2) + 2xyq = z(x2 + -1y2) pX2 + -1py2 + -1pz2 + 2qxy = (x2 * z + -1y2 * z) pX2 + -1py2 + -1pz2 + 2qxy = (x2z + -1y2z) Solving pX2 + -1py2 + -1pz2 + 2qxy = x2z + -1y2z Solving for variable 'p'. Move all terms containing p to the left, all other terms to the right. Add '-2qxy' to each side of the equation. pX2 + -1py2 + -1pz2 + 2qxy + -2qxy = x2z + -2qxy + -1y2z Combine like terms: 2qxy + -2qxy = 0 pX2 + -1py2 + -1pz2 + 0 = x2z + -2qxy + -1y2z pX2 + -1py2 + -1pz2 = x2z + -2qxy + -1y2z Reorder the terms: pX2 + -1py2 + -1pz2 = -2qxy + x2z + -1y2z Reorder the terms: pX2 + -1py2 + -1pz2 + 2qxy + -1x2z + y2z = -2qxy + 2qxy + x2z + -1x2z + -1y2z + y2z Combine like terms: -2qxy + 2qxy = 0 pX2 + -1py2 + -1pz2 + 2qxy + -1x2z + y2z = 0 + x2z + -1x2z + -1y2z + y2z pX2 + -1py2 + -1pz2 + 2qxy + -1x2z + y2z = x2z + -1x2z + -1y2z + y2z Combine like terms: x2z + -1x2z = 0 pX2 + -1py2 + -1pz2 + 2qxy + -1x2z + y2z = 0 + -1y2z + y2z pX2 + -1py2 + -1pz2 + 2qxy + -1x2z + y2z = -1y2z + y2z Combine like terms: -1y2z + y2z = 0 pX2 + -1py2 + -1pz2 + 2qxy + -1x2z + y2z = 0 The solution to this equation could not be determined.
| x-1.8=4.2 | | Log[2](x^3+8x^2+11x-12)=3 | | P(x)=4x+1x-2 | | -9x+-45-(-10+x)=35 | | 5+w=0 | | -20x+5(4x-10)=-45 | | -9+-45-(10+x)=35 | | 5(2n-2)=5 | | 2x+40=3y | | -8x^2-7x=3 | | 6(v-5)-4v=-18 | | 4/x-3=7 | | (9-4x)*(9-5x)-4*(5-x)*(4x-5)-36*(4-4x+x^2)=0 | | 6x+14=32-12x | | 2(3-x)=5-(4x-3) | | 9x+6y=-18 | | 15m^2-16m-48=0 | | 4.5x-.5(.5x)=8.5 | | 3x+19=37-3x | | -x-8(2x-4)=-19 | | 8p-5=11 | | -8-8y=-19 | | 2.5/100 | | M//3=6 | | 12-7(x-9)=75+-7x | | -23n^2+19n+42=0 | | H(T)=-4t^2+24t+1.21 | | 3x-13=71 | | 14-4x/8 | | G(x)=3x+40 | | -2k^2-7k-3=0 | | F(x)=2x+50 |