How do you multiply # 3 times 3/5#?

1 Answer
Apr 10, 2018

#9/5#

Explanation:

#color(blue)("One way of looking at it")#

This is 3 lots of #3/5# so we have #3/5+3/5+3/5#

As all the bottom numbers (denominators) #ul("are the same")# we can DIRECTLY add the top numbers (numerators) .

#(3+3+3)/5 =9/5#
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#color(blue)("Another way of looking at it")#

Did you know that you can write for example: #1,2,3,4 # and so on as #1/1,2/1,3/1,4/1# and so on.

This is 3 lots of #3/5# so we have #3/1xx3/5 = (3xx3)/(1xx5)=9/5#