How do you solve #-6g+12=2g+12#?
1 Answer
Feb 19, 2016
#g=0#
Explanation:
Given -
#-6g+12=2g+12#
Taking the unknown to the left -
#-6g-2g=12-12#
#-8g=0#
#g=0/(-8)=0#
#g=0#
Given -
#-6g+12=2g+12#
Taking the unknown to the left -
#-6g-2g=12-12#
#-8g=0#
#g=0/(-8)=0#