How do you solve #-6( x + 7) = 12#?
3 Answers
Explanation:
#"divide both sides by "-6#
#cancel(-6)/cancel(-6)(x+7)=12/(-6)#
#rArrx+7=-2#
#"subtract 7 from both sides"#
#xcancel(+7)cancel(-7)=-2-7#
#rArrx=-9" is the solution"#
See a solution process below:
Explanation:
First, divide each side of the equation by
Now, subtract
Explanation:
Distribute
Add
Divide both sides by