How do you solve #-6t-7=17#?
1 Answer
Oct 20, 2016
Explanation:
Leave the term in t on the left side of the equation and collect numeric values on the right side.
add 7 to both sides.
#-6tcancel(-7)cancel(+7)=17+7#
#rArr-6t=24# To solve for t, divide both sides by - 6.
#(cancel(-6) t)/cancel(-6)=24/(-6)#
#rArrt=-4" is the solution"#
