+130511 9[g-(3-g)+2]=-1+7[3g-(4+g)]
Let's work through this one....since it's a little tricky....
Working within the brackets, first, we have
9[g- 3 + g + 2] = -1 + 7[3g - 4 - g ]
9[2g - 1 ] = -1 + 7[2g - 4 ]
Distribute the 9 and the 7 across the terms in the brackets
18g - 9 = -1 + 14g - 28 simplify
18g - 9 = -29 + 14g
Add 29 to both sides and subtract 18g from both sides
20 = -4g
Divide both sides by -4
-20/4 = -5 = g
+130511 9[g-(3-g)+2]=-1+7[3g-(4+g)]
Let's work through this one....since it's a little tricky....
Working within the brackets, first, we have
9[g- 3 + g + 2] = -1 + 7[3g - 4 - g ]
9[2g - 1 ] = -1 + 7[2g - 4 ]
Distribute the 9 and the 7 across the terms in the brackets
18g - 9 = -1 + 14g - 28 simplify
18g - 9 = -29 + 14g
Add 29 to both sides and subtract 18g from both sides
20 = -4g
Divide both sides by -4
-20/4 = -5 = g
