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Simplifying mx = g Solving mx = g Solving for variable 'm'. Move all terms containing m to the left, all other terms to the right. Divide each side by 'x'. m = gx-1 Simplifying m = gx-1
| 4x-[3+2(x-1)]=3 | | x^8-16x^7-17x^6= | | X^3-6x^2+2x-12=0 | | 18x^2+36x+10=0 | | .6m-60=1.6m | | 7(4-4x-3x)+5(9x+2)=10 | | 42+20t+2t^2= | | 8t+6t=-47 | | x^2+11xy+30y^2= | | 4569+1.8x=500 | | 2n+n+3=33 | | 10x+10=1x+13+2x | | 6x-6x=5 | | 3x-9+2x=-3x+7 | | 2x-1x+7=x+3+4 | | 3(z+7)=7+z | | 5-(m+3)=1+2(m-3) | | 5a-75=10a | | y=(f-k)x+2 | | 115-y+115=180 | | 6x^2y+78xy-30y= | | 2.8m-0.4=0.8m | | 54-3=2w | | v=.33-bh | | 115-x=1 | | (3r+2)(r-5)= | | 3x^3+66x^2+120x= | | 14+9m=68 | | log(x+1)=2 | | 25x^2+15q+9=0 | | a^2-a+10= | | q^2-15q+35= |