−[4+2(x+1)]=3(x+1)+3−[4+2(x+1)]=3(x+1)+3
Left side:
−[4 color(red)(+2(x+1) ]]=3(x+1)+3−[4+2(x+1)]=3(x+1)+3
−[4color(blue)(+2x+2)]=3(x+1)+3−[4+2x+2]=3(x+1)+3
−[color(red)4+2xcolor(red)(+2)]=3(x+1)+3−[4+2x+2]=3(x+1)+3
−[2x color(blue)(+6)]=3(x+1)+3−[2x+6]=3(x+1)+3
color(red)(−1[2x +6])=3(x+1)+3−1[2x+6]=3(x+1)+3
color(blue)(−2x -6)=3(x+1)+3−2x−6=3(x+1)+3
Right side:
−2x -6=3(x+1)+3−2x−6=3(x+1)+3
−2x -6=color(red)(3(x+1))+3−2x−6=3(x+1)+3
−2x -6=color(blue)(3x+3)+3−2x−6=3x+3+3
-2x -6=3xcolor(red)(+3+3)−2x−6=3x+3+3
-2x -6=3xcolor(blue)(+6)−2x−6=3x+6
Both Sides:
-2x(color(red)(-6-6))=3xcancel(color(red)(+6-6))
-2xcolor(blue)(-12)=3x
cancelcolor(red)(-2x+2x)-12=color(red)(3x+2x)
-12=color(blue)(5x)
color(red)(-12/5)=cancelcolor(red)(5/5)x
color(blue)(-12/5)=color(blue)x
-12/5=x
I hope this helps