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g(-2)=0
We simplify the equation to the form, which is simple to understand
g(-2)=0
Reorder the terms in parentheses
+(-2g)=0
Remove unnecessary parentheses
-2g=0
We move all terms containing g to the left and all other terms to the right.
-2g=0
We simplify left and right side of the equation.
-2g=0
We divide both sides of the equation by -2 to get g.
g=-0
| 5z+6a=-11 | | (3/5)/6=x/8 | | w/(w-2)=w/(w-3) | | 100/37.159 | | x/10=(1/2)/7 | | (1/3)/4=(1/4)/x | | 37.159/100 | | 7x-3y=-21 | | (1/2)/4=x/5 | | (4/7)/x=6/7 | | 4=x/2 | | x+36/x=12 | | 0.6x+0.2+5=-3 | | (-5x^4)/(x^4-3x^7) | | x/1=7 | | 0.7(3x+7)=2.0-(x-3) | | x/9-4=-7 | | x/3+10=-10 | | 5/8m=28 | | 8x^6/24x^4 | | 13.32/18 | | k/-4=o | | 6a+5z=-11 | | 0.0198/22 | | -42n^2= | | 22/0.0198 | | 6*(-7)= | | -3/8k=1/2 | | (3t+1)(t-2)= | | 6(-14)-8z^4= | | 18/27 | | 27/18 |