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Simplifying 2m = 0.625 Solving 2m = 0.625 Solving for variable 'm'. Move all terms containing m to the left, all other terms to the right. Divide each side by '2'. m = 0.3125 Simplifying m = 0.3125
| 0=6x^4+18x^3+24x^2+18x-81.58 | | m^4+2m^3+11m^2+2m+10=0 | | 5x^3y^2-10x^2y^3= | | 66=2(2w-8)+2(w-4) | | x^4+3x^3-19x^2+23x-252=0 | | -2x-6=-3x+4 | | -2n^2+x-2=3 | | 2x-4y+8= | | 160=2(w+5)+2(w+15) | | 2m^2n^2+6mn^2=16n^2 | | 5x-5(-10)=25 | | x+11=-3x-5 | | 3200+4000x=10000 | | 12a=34a+15 | | 4x^4+x^3-4x-1-6x^4-3x^2+3x^3= | | Y=1x+7 | | -n^2+5n-3=5 | | (2x+1)=(3y+5) | | [2x-5]=19 | | cosine(x)=4x | | Y=-1x-5 | | M^3-16=0 | | 2.5x-5=10.625 | | (0-24)=0 | | 10-m=5 | | 180=50t | | (0-24)(0+7)= | | 4(-1.8333333333)+9=-8(-1.8333333333)-13 | | 60=50t | | 66=2(3w-4)+2(w+1) | | 60=50(1) | | 2y=6x+2x+18 |