If it's not what You are looking for type in the equation solver your own equation and let us solve it.
Simplifying (p + 1)(q + 1) + -3p(1 + -1q) + 2p(1 + 3q) = (p + -1q)(p + 1) Reorder the terms: (1 + p)(q + 1) + -3p(1 + -1q) + 2p(1 + 3q) = (p + -1q)(p + 1) Reorder the terms: (1 + p)(1 + q) + -3p(1 + -1q) + 2p(1 + 3q) = (p + -1q)(p + 1) Multiply (1 + p) * (1 + q) (1(1 + q) + p(1 + q)) + -3p(1 + -1q) + 2p(1 + 3q) = (p + -1q)(p + 1) ((1 * 1 + q * 1) + p(1 + q)) + -3p(1 + -1q) + 2p(1 + 3q) = (p + -1q)(p + 1) ((1 + 1q) + p(1 + q)) + -3p(1 + -1q) + 2p(1 + 3q) = (p + -1q)(p + 1) (1 + 1q + (1 * p + q * p)) + -3p(1 + -1q) + 2p(1 + 3q) = (p + -1q)(p + 1) (1 + 1q + (1p + pq)) + -3p(1 + -1q) + 2p(1 + 3q) = (p + -1q)(p + 1) Reorder the terms: (1 + 1p + pq + 1q) + -3p(1 + -1q) + 2p(1 + 3q) = (p + -1q)(p + 1) (1 + 1p + pq + 1q) + -3p(1 + -1q) + 2p(1 + 3q) = (p + -1q)(p + 1) 1 + 1p + pq + 1q + (1 * -3p + -1q * -3p) + 2p(1 + 3q) = (p + -1q)(p + 1) 1 + 1p + pq + 1q + (-3p + 3pq) + 2p(1 + 3q) = (p + -1q)(p + 1) 1 + 1p + pq + 1q + -3p + 3pq + (1 * 2p + 3q * 2p) = (p + -1q)(p + 1) 1 + 1p + pq + 1q + -3p + 3pq + (2p + 6pq) = (p + -1q)(p + 1) Reorder the terms: 1 + 1p + -3p + 2p + pq + 3pq + 6pq + 1q = (p + -1q)(p + 1) Combine like terms: 1p + -3p = -2p 1 + -2p + 2p + pq + 3pq + 6pq + 1q = (p + -1q)(p + 1) Combine like terms: -2p + 2p = 0 1 + 0 + pq + 3pq + 6pq + 1q = (p + -1q)(p + 1) 1 + pq + 3pq + 6pq + 1q = (p + -1q)(p + 1) Combine like terms: pq + 3pq = 4pq 1 + 4pq + 6pq + 1q = (p + -1q)(p + 1) Combine like terms: 4pq + 6pq = 10pq 1 + 10pq + 1q = (p + -1q)(p + 1) Reorder the terms: 1 + 10pq + 1q = (p + -1q)(1 + p) Multiply (p + -1q) * (1 + p) 1 + 10pq + 1q = (p(1 + p) + -1q * (1 + p)) 1 + 10pq + 1q = ((1 * p + p * p) + -1q * (1 + p)) 1 + 10pq + 1q = ((1p + p2) + -1q * (1 + p)) 1 + 10pq + 1q = (1p + p2 + (1 * -1q + p * -1q)) Reorder the terms: 1 + 10pq + 1q = (1p + p2 + (-1pq + -1q)) 1 + 10pq + 1q = (1p + p2 + (-1pq + -1q)) Reorder the terms: 1 + 10pq + 1q = (1p + -1pq + p2 + -1q) 1 + 10pq + 1q = (1p + -1pq + p2 + -1q) Solving 1 + 10pq + 1q = 1p + -1pq + p2 + -1q Solving for variable 'p'. Reorder the terms: 1 + -1p + 10pq + pq + -1p2 + 1q + q = 1p + -1pq + p2 + -1q + -1p + pq + -1p2 + q Combine like terms: 10pq + pq = 11pq 1 + -1p + 11pq + -1p2 + 1q + q = 1p + -1pq + p2 + -1q + -1p + pq + -1p2 + q Combine like terms: 1q + q = 2q 1 + -1p + 11pq + -1p2 + 2q = 1p + -1pq + p2 + -1q + -1p + pq + -1p2 + q Reorder the terms: 1 + -1p + 11pq + -1p2 + 2q = 1p + -1p + -1pq + pq + p2 + -1p2 + -1q + q Combine like terms: 1p + -1p = 0 1 + -1p + 11pq + -1p2 + 2q = 0 + -1pq + pq + p2 + -1p2 + -1q + q 1 + -1p + 11pq + -1p2 + 2q = -1pq + pq + p2 + -1p2 + -1q + q Combine like terms: -1pq + pq = 0 1 + -1p + 11pq + -1p2 + 2q = 0 + p2 + -1p2 + -1q + q 1 + -1p + 11pq + -1p2 + 2q = p2 + -1p2 + -1q + q Combine like terms: p2 + -1p2 = 0 1 + -1p + 11pq + -1p2 + 2q = 0 + -1q + q 1 + -1p + 11pq + -1p2 + 2q = -1q + q Combine like terms: -1q + q = 0 1 + -1p + 11pq + -1p2 + 2q = 0 The solution to this equation could not be determined.
| 4m-2=-16-3 | | 9tan^2(3x)=27 | | -9y+7=24y-2 | | k(1-k)-k(1+k)+(2k+1)-(1-2k)=11k+5 | | 2x^3+6x^2+4x+12=0 | | 7x^2+62=0 | | 12(x+3)=4(2x+8)+4x | | 5(x+4)+4=5x-(4-x) | | X(3X+4)=32 | | 7y^2-49=0 | | -2(u-4)=-8u+2 | | 2x+(2x+1)=27 | | -2(u-4)=-8+2 | | 6x=39-7x | | 2[7-(-5x-3)]=60x+50 | | 8v-26=2(v-7) | | -x(6x-7)= | | -x^2-x-0.55=0 | | -x^2-x=0.55 | | 4.1(x-1.15)=8.4 | | 15m(m+2)=8m-8 | | 3*x=2 | | 4n^2+7=407 | | (1-d)(d-1)+d(1+d)-3(1-d)+5(d-1)=(d+1)(d+2)-2(1+d)(2+d)+d(d-1) | | 12m(m+2)=5m-4 | | (1-d)(d-1)+d(1+d)-3(1-d)+5(d-1)=(d+1)(d+2)-2(1+d)(2+d)-2d(d-1) | | 7=g+11 | | 2x-cosx=0 | | -3k+4=-5k+40 | | (1x-9)(x+8)=0 | | 36m^2-729=0 | | 2(7h-2)=66 |