How do you divide #1/ 3\div 5#?

1 Answer
Mar 4, 2018

#1/5#

Explanation:

We can change this division problem by turning it into a multiplication problem:

We can use a method called "Keep, Change, Flip" or KCF.

This is to say that we keep the left fraction as is, change the division sign to a multiplication sign, and take the reciprocal of the right fraction.

Thus

#1/3divide5=>1/3times1/5#

Note: #5# is really a fraction with a denominator of #1# so it is written as #5/1#. It's reciprocal is then #1/5# which simply means that we flip the numerator and denominator.

So...

#1/3times1/5=1/15#