If #8n+22=70#, what is #3n#?

2 Answers
Apr 1, 2018

In order to know what #3n# is, #n# needs to be found initially.
#8n + 22 = 70#
#8n = 70 - 22#
#8n = 48#
#n = 48/8#
#n = 6#
If #n = 6#, then #3n = 6 * 3#
# = 18#
Therefore, #3n = 18#

Apr 1, 2018

#3n=18#

Explanation:

#"solve the given equation for n"#

#8n+22=70#

#"subtract 22 from both sides"#

#8ncancel(+22)cancel(-22)=70-22#

#rArr8n=48#

#"divide both sides by 8"#

#(cancel(8) n)/cancel(8)=48/8#

#rArrn=6#

#rArr3n=3xx6=18#