If it's not what You are looking for type in the equation solver your own equation and let us solve it.
Simplifying v2 + 12v + 20 = (v + 10)(v + 10) Reorder the terms: 20 + 12v + v2 = (v + 10)(v + 10) Reorder the terms: 20 + 12v + v2 = (10 + v)(v + 10) Reorder the terms: 20 + 12v + v2 = (10 + v)(10 + v) Multiply (10 + v) * (10 + v) 20 + 12v + v2 = (10(10 + v) + v(10 + v)) 20 + 12v + v2 = ((10 * 10 + v * 10) + v(10 + v)) 20 + 12v + v2 = ((100 + 10v) + v(10 + v)) 20 + 12v + v2 = (100 + 10v + (10 * v + v * v)) 20 + 12v + v2 = (100 + 10v + (10v + v2)) Combine like terms: 10v + 10v = 20v 20 + 12v + v2 = (100 + 20v + v2) Add '-1v2' to each side of the equation. 20 + 12v + v2 + -1v2 = 100 + 20v + v2 + -1v2 Combine like terms: v2 + -1v2 = 0 20 + 12v + 0 = 100 + 20v + v2 + -1v2 20 + 12v = 100 + 20v + v2 + -1v2 Combine like terms: v2 + -1v2 = 0 20 + 12v = 100 + 20v + 0 20 + 12v = 100 + 20v Solving 20 + 12v = 100 + 20v Solving for variable 'v'. Move all terms containing v to the left, all other terms to the right. Add '-20v' to each side of the equation. 20 + 12v + -20v = 100 + 20v + -20v Combine like terms: 12v + -20v = -8v 20 + -8v = 100 + 20v + -20v Combine like terms: 20v + -20v = 0 20 + -8v = 100 + 0 20 + -8v = 100 Add '-20' to each side of the equation. 20 + -20 + -8v = 100 + -20 Combine like terms: 20 + -20 = 0 0 + -8v = 100 + -20 -8v = 100 + -20 Combine like terms: 100 + -20 = 80 -8v = 80 Divide each side by '-8'. v = -10 Simplifying v = -10
| 2x-4+2x+4=3x+2 | | 4s-11=2 | | 3/m=15/35 | | 4(120-z)+10(120-z)=1176 | | x^2-7x+10=(x-5)(x-2) | | x^2-7x+10=(x-5)(x-1) | | w/3=6/9 | | 137-u=257 | | 2+4=-4x+12y | | -3x-3y=x+3y | | 2/3=10/y | | k^2+5k+6=(k+2)(k+4) | | 3X+2Yb=14 | | -2x+5/3=7/8 | | k^2+5k+6=(k+2)(k+12) | | 2+4i=-4x+12yi | | k^2+5k+6=(k+2)(k+6) | | -4-4v-9+-6v= | | 9y+4=8y+1 | | k^2+5k+6=(k+2)(k+3) | | -8+w=15 | | .05x+.06y=58 | | 3/4=6/z | | 1/a=5/30 | | x^2-y^2+8x-2y-21=0 | | -4c+-10c-4c+8c= | | 32=7x-1+2x | | (15x^8/y^7)(3x^8y^7/7) | | 1-7f=-3f+10 | | 6b+27=-4-3 | | 750+22n(n-12)=650+30(n-10) | | 4(X+1)(x-1)= |