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=5((R-2)/3)
We move all terms to the left:
-(5((R-2)/3))=0
We multiply all the terms by the denominator
-(5((R-2)=0
We calculate terms in parentheses: -(5((R-2), so:
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| 20m+260=30m+149 | | R=(5a-16)/3 | | 62=9x+19 | | 0.5=0.97^x | | 2u-6/5=-5/2u+1/2 | | x^2+0.4x-0.84=0 | | 14x+8x+19-2x+9=160 | | 150x-75x+43.650=45.450-150x | | -3(2-4p)=-6+1p | | a*4+7=11 | | -4x+12-3x=-7x+9 | | -4x+12-3x=-5x+9 | | 3.3^x=1/81 | | -4x+12-3x=-4x+9 | | -4x+12-3x=12x+9 | | -4x+12-3x=3x+9 | | 12=f+7f | | -4x+12-3x=-12x+9 | | 7.2-3c-5c=2c-2 | | 4x-1=8x+12 | | -4x+12-3x=-8x+9 | | -13z-169=65 | | 6w-234=-24 | | -4x+12-3x=-15x+9 | | -4x+12-3x=11x+9 | | -2d-34=64 | | -4x+12-3x=2x+9 | | -4x+12-3x=1x+9 | | (3x+17)=(5x-21)= | | 9m+99=63 | | (3x+52)=(5x+18)= | | x^2+2x-17.25=0 |