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-6-2(y)=10
We simplify the equation to the form, which is simple to understand
-6-2(y)=10
Reorder the terms in parentheses
-6+(-2y)=10
Remove unnecessary parentheses
-6-2y=+10
We move all terms containing y to the left and all other terms to the right.
-2y=+10+6
We simplify left and right side of the equation.
-2y=+16
We divide both sides of the equation by -2 to get y.
y=-8
| 6x+y=7x-1 | | y=x^2-5x+3 | | R*R=((R-5)*(R-5))+81 | | 7x-1=6x+y | | 3a^2+16a+21=0 | | 7x-1=5x+2 | | y=-x^2-2x+2 | | 7x-2=7x-1 | | x+2(5)=8 | | -24x+6y=12 | | -6x+y=14 | | 2(2x-2.8)=5x-5.6 | | 3x^2-15=-8 | | -0.5x+3.68=-0.1x+7.68 | | R*r=(r-5)*(r-5)+81 | | 3(x+2.58)=2x | | R=4(3Y-5) | | 3.8x-84=2.3x+9 | | 104-12x=152 | | 6.5x+8-7.5x=10 | | 20-15x=35 | | 6.5x+8-7.5=10 | | 1800x+2400y=48000 | | 0.9x+0.7=-0.2 | | 3x+4y=80 | | 3(x-7.9)=7.5 | | ln(x+6)+lnx=0 | | 2x-2=x+15 | | x(x+2)=-1 | | (2x+4)=(6x-20) | | 16x^2-72x=81 | | log(3x-5)16=2 |