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Simplifying xm = np Solving mx = np Solving for variable 'm'. Move all terms containing m to the left, all other terms to the right. Divide each side by 'x'. m = npx-1 Simplifying m = npx-1
| y+(-12)=-18 | | 12h-(2h+5)=65 | | x=2x-(-2x+60) | | u=ak/b | | 5x-2(x-3)=-9+5x+5 | | X-2/7=8 | | -x-1-(-3x-8)=3+3x | | 6(g-7)-15=43 | | x/23=14/5 | | -3x+2c=-3 | | 2x/3-9=1 | | 7y(y+7)-2(y+7)= | | 2x-4-8=-5+4x-3 | | 191-(2x-1)=6x | | g=xc | | 16/5=8/x | | 3/51=x/17 | | 3/4(80)-2= | | 7(2f+3)=119 | | -4m+2=14-3 | | b-9/8=8/4 | | 2(4x-2)+7(-3+5x)=(32+44x) | | f(3)=8x-7 | | 6e+32=102 | | 4/7=9/x | | 0.9x+0.6y=2 | | x^4-36x^3+180=0 | | D+10=35 | | y=-x^2-14x-40 | | 2/3(x-3)=4/5x-8 | | x^2-160x+1120=0 | | 2x-192=48-8x |