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Simplifying W = MGH(M) Multiply GHM * M W = GHM2 Solving W = GHM2 Solving for variable 'W'. Move all terms containing W to the left, all other terms to the right. Simplifying W = GHM2
| 3x-38=7x-6 | | 3.3c+1.5c=7.68 | | 5y-2=17y+22 | | 4(3x+2)+5(9x+4)= | | 4y+5x=3(4x-2y+1) | | -7-5x+6=-12x+9-5x | | -6x+17=-6 | | 12-6x=6-8x | | 7x=7(45) | | 6x+3(2x-5(6x+1))=2+3(x-11(3x-8)) | | 6x^2-18x-243=0 | | 5*x+x=180 | | 7x=5(x+18) | | 6x+3(2x-5(x+1))=2+3(x-11(3x-8)) | | 1.3x+6y=16 | | sqrtx-1-3=9 | | 1.3-0.02= | | -20x+4=3x | | x+y+16+3=345 | | x+y+16+3=435 | | log(x+13)-log(2)=log(5x+4) | | 4y^2+81=36x | | ln(1000x)=1 | | g(x)=4*0.8 | | 2x+3-3x=9 | | 5n+7=n-1 | | 2x^2-29x=-7x^2-3x-16 | | X^4+2x^3-8=0 | | f(x)=4x^2+7x-5 | | 9y+5-6y=11 | | 5r+10r=135 | | 5x-1+8x+90=180 |