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Simplifying 10(4h + 4) = 4(6h + -8) Reorder the terms: 10(4 + 4h) = 4(6h + -8) (4 * 10 + 4h * 10) = 4(6h + -8) (40 + 40h) = 4(6h + -8) Reorder the terms: 40 + 40h = 4(-8 + 6h) 40 + 40h = (-8 * 4 + 6h * 4) 40 + 40h = (-32 + 24h) Solving 40 + 40h = -32 + 24h Solving for variable 'h'. Move all terms containing h to the left, all other terms to the right. Add '-24h' to each side of the equation. 40 + 40h + -24h = -32 + 24h + -24h Combine like terms: 40h + -24h = 16h 40 + 16h = -32 + 24h + -24h Combine like terms: 24h + -24h = 0 40 + 16h = -32 + 0 40 + 16h = -32 Add '-40' to each side of the equation. 40 + -40 + 16h = -32 + -40 Combine like terms: 40 + -40 = 0 0 + 16h = -32 + -40 16h = -32 + -40 Combine like terms: -32 + -40 = -72 16h = -72 Divide each side by '16'. h = -4.5 Simplifying h = -4.5
| 24=x/(.85-x) | | x^2+(x+2)=580 | | (n-4)(n-8)=0 | | 15x-12x= | | (3x+5)(5x-2)= | | -20m-6m=4m | | x^2+21.75x=15.75 | | -5(t-3)+7t=6t-6 | | 5w-6=26 | | (-3a)-(-2a/5) | | 1/20(X)=50,000,000 | | 5w=16 | | 5b=3b | | 5n^2-10n=0 | | -5(n-8)=-4n-4 | | 2x+7(3x+1)=13x-8 | | v=1/3(3.14)6(2)9 | | 19/20(1/20)=x | | 62+x+37=180 | | 8x+12y=150 | | 2(3n-7)=3n | | -4(x-8)-6=26 | | .1-.02(x+3)=-.03(2-x) | | X-6x=15 | | 10x^7=5 | | 50,000,000/x(1/20)=x | | 32-4x=8-10x | | 4b-1-7=12 | | (4n^2+2)-25= | | -5b-3b=24 | | 1/20(50,000,000/x)= | | 7(3x+3)+4=21x+25 |