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Simplifying (mx + 1)(x + m) = (mx + 1)(2x + m) Reorder the terms: (1 + mx)(x + m) = (mx + 1)(2x + m) Reorder the terms: (1 + mx)(m + x) = (mx + 1)(2x + m) Multiply (1 + mx) * (m + x) (1(m + x) + mx(m + x)) = (mx + 1)(2x + m) ((m * 1 + x * 1) + mx(m + x)) = (mx + 1)(2x + m) ((1m + 1x) + mx(m + x)) = (mx + 1)(2x + m) (1m + 1x + (m * mx + x * mx)) = (mx + 1)(2x + m) Reorder the terms: (1m + 1x + (mx2 + m2x)) = (mx + 1)(2x + m) (1m + 1x + (mx2 + m2x)) = (mx + 1)(2x + m) Reorder the terms: (1m + mx2 + m2x + 1x) = (mx + 1)(2x + m) (1m + mx2 + m2x + 1x) = (mx + 1)(2x + m) Reorder the terms: 1m + mx2 + m2x + 1x = (1 + mx)(2x + m) Reorder the terms: 1m + mx2 + m2x + 1x = (1 + mx)(m + 2x) Multiply (1 + mx) * (m + 2x) 1m + mx2 + m2x + 1x = (1(m + 2x) + mx(m + 2x)) 1m + mx2 + m2x + 1x = ((m * 1 + 2x * 1) + mx(m + 2x)) 1m + mx2 + m2x + 1x = ((1m + 2x) + mx(m + 2x)) 1m + mx2 + m2x + 1x = (1m + 2x + (m * mx + 2x * mx)) Reorder the terms: 1m + mx2 + m2x + 1x = (1m + 2x + (2mx2 + m2x)) 1m + mx2 + m2x + 1x = (1m + 2x + (2mx2 + m2x)) Reorder the terms: 1m + mx2 + m2x + 1x = (1m + 2mx2 + m2x + 2x) 1m + mx2 + m2x + 1x = (1m + 2mx2 + m2x + 2x) Add '-1m' to each side of the equation. 1m + mx2 + m2x + -1m + 1x = 1m + 2mx2 + m2x + -1m + 2x Reorder the terms: 1m + -1m + mx2 + m2x + 1x = 1m + 2mx2 + m2x + -1m + 2x Combine like terms: 1m + -1m = 0 0 + mx2 + m2x + 1x = 1m + 2mx2 + m2x + -1m + 2x mx2 + m2x + 1x = 1m + 2mx2 + m2x + -1m + 2x Reorder the terms: mx2 + m2x + 1x = 1m + -1m + 2mx2 + m2x + 2x Combine like terms: 1m + -1m = 0 mx2 + m2x + 1x = 0 + 2mx2 + m2x + 2x mx2 + m2x + 1x = 2mx2 + m2x + 2x Add '-1m2x' to each side of the equation. mx2 + m2x + -1m2x + 1x = 2mx2 + m2x + -1m2x + 2x Combine like terms: m2x + -1m2x = 0 mx2 + 0 + 1x = 2mx2 + m2x + -1m2x + 2x mx2 + 1x = 2mx2 + m2x + -1m2x + 2x Combine like terms: m2x + -1m2x = 0 mx2 + 1x = 2mx2 + 0 + 2x mx2 + 1x = 2mx2 + 2x Solving mx2 + 1x = 2mx2 + 2x Solving for variable 'm'. Move all terms containing m to the left, all other terms to the right. Add '-2mx2' to each side of the equation. mx2 + -2mx2 + 1x = 2mx2 + -2mx2 + 2x Combine like terms: mx2 + -2mx2 = -1mx2 -1mx2 + 1x = 2mx2 + -2mx2 + 2x Combine like terms: 2mx2 + -2mx2 = 0 -1mx2 + 1x = 0 + 2x -1mx2 + 1x = 2x Add '-1x' to each side of the equation. -1mx2 + 1x + -1x = 2x + -1x Combine like terms: 1x + -1x = 0 -1mx2 + 0 = 2x + -1x -1mx2 = 2x + -1x Combine like terms: 2x + -1x = 1x -1mx2 = 1x Divide each side by '-1x2'. m = -1x-1 Simplifying m = -1x-1
| 2x+15=6x-32 | | 2(3x-7)=15-(x+1) | | 8x+21=98 | | -2(m+4)+4(m-5)= | | .15=200+.02 | | y=x*2+2 | | 29-4x=3x+15 | | x(x+8)=12 | | 1.5x=99-5 | | 0.08(y-4)+0.12y=0.10y-0.05(20) | | 3x-8=104 | | x=32-4.5 | | aover-12=12 | | s^3+9s^2+20s+k=0 | | nover-12=12 | | 7x-24=-3x+6+5x | | Y=-2.6x+4.3 | | 5x^2+14x+3=0 | | 2.94k-4.65(k+2)= | | 1050(y-0)=16800(y-30) | | (2x^2)+12=0 | | 9b+4=14 | | 118=2r | | 8y+2y=70 | | =0.3(a-1.1)+0.33 | | (5y-4)(7y+y)=0 | | 15x^2=-13x-2 | | 2x-5=100 | | 5x+2e=0 | | 2(m+18)=5m | | -9f=-63 | | 4(-9+3x)=144 |