2g+7=-4g+7+6g how do you solve that
\(2g+7=-4g+7+6g \\\\\\ 2g+7=2g+7 \to True \ statement \\\\\\ 2g-2g=7-7 \\\\ \boxed{0=0}\)
You can move all the terms with g in left, and the free terms in right. 2g+7=-4g+7+6g2g+4g-6g=7-70=0 => It's true.
