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6+((5x-1)/3))=10
We move all terms to the left:
6+((5x-1)/3))-(10)=0
We multiply all the terms by the denominator
((5x-1)=0
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| 10(110)+5y=180 | | 3m-m+12=22 | | -3/5m=90 | | 0.4x+0.9=0.2x+0.3 | | 8x^2=-96 | | -24=7(x-4) | | x=4x+15;x=7 | | 3/4x+9=18 | | 7+9x+75=23x-2 | | -24=7(x04) | | 6+3x-2=7x+12-2x | | 102+58+x=180 | | 4y-1+y=34+2y-4y | | 8(3x-1)=4x+13-x | | 14-3(x+4)+2=1 | | 2(x-1)-3(x-2)+4(x-3=2(x+5) | | 3x+6+x-11+x-10=180 | | x-8+x=-10 | | -.325y-y=281.775 | | 3x+6+x-11+x-11=180 | | 14=2y+2 | | x+4-3x=4-x+1 | | n^2-8=-17 | | 11,200=2800x/100-x | | 3x+3=3x-18 | | o+o-187000+o+22000=437,000 | | -3x=1.86 | | 14=5(v+6)-7v | | 85=8x-16 | | 45+3v=8v | | 4(4x-2)+1=16-7 | | x+6/x+7=x+8/x+9 |