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Simplifying Cox = dy Solving oxC = dy Solving for variable 'o'. Move all terms containing o to the left, all other terms to the right. Divide each side by 'xC'. o = dx-1yC-1 Simplifying o = dx-1yC-1
| 7d=40(2)+1 | | 7d=40(1)+1 | | 3x=-7.2 | | (6x^2-7x-47)+(9x^2+9x)= | | 3x=-.2 | | 6*tan(2x)=1 | | 2x^2+5=x^2+6x | | 2x^2+5=c^2+6x | | 47d=24(27)+1 | | 47d=24(26)+1 | | 47d=24(25)+1 | | 47d=24(24)+1 | | 47d=24(23)+1 | | 47d=24(22)+1 | | 47d=24(21)+1 | | 47d=24(20)+1 | | 3x+1y=81 | | 47d=24(19)+1 | | 47d=24(18)+1 | | 47d=24(17)+1 | | 47d=24(16)+1 | | 47d=24(15)+1 | | 47d=24(14)+1 | | 47d=24(13)+1 | | 47d=24(12)+1 | | 47d=24(11)+1 | | 2n+25+3n+15=180 | | 47d=24(10)+1 | | 100=0.05*(100+x) | | 47d=24(9)+1 | | 47d=24(8)+1 | | 100=0.01*(100+x) |