#18 1/3%# of 120 is what?

2 Answers
Apr 15, 2018

Answer:

#color(crimson)(18(1/3)% * 120 = 22#

Explanation:

#18(1/3)% * 120 = x#

#x = ((18(1/3))/100) * 120#

#x = (55 / (3 * 100)) * 120 #

#x = ((11 * color(red)(cancel5)) / (color(green)(cancel3) * color(blue)(cancel20) * color(red)(cancel5)))* (color(green)(cancel3) * 2 * color(blue)(cancel20)) = color(brown)(22)#

Apr 16, 2018

Answer:

#22#

Explanation:

It is easier to ask this as:

"What is, or find, #18 1/3%# of #120#

#18 1/3% xx 120#

#=55/3 % xx 120/1#

#= cancel55^11/(cancel300^(cancel5)) xx (cancel120^2)/1" "larr# cancel by #60# and then by #5#

#=22#