What is #6 9/10-1/6#?

2 Answers
Apr 11, 2018

#404/60#

Explanation:

So we just extend the fractions, apply the following:

#6 9/10-1/6#
#69/10-1/6#

Now multiply to get the same denominator.

#69/10-1/6=414/60-10/60=404/60#

Apr 11, 2018

#6 11 / 15#

Explanation:

To simplify the calculation you first turn the left hand fraction into an improper fraction:

#6 9/10 = 69 / 10#

Then for the subtraction give both fractions the same denominator of 60 (i.e. multiply left hand fraction numerator and denominator by 6 and right hand fraction numerator and denominator by 10).

#69/ 10 - 1/6 = 414 / 60 - 10 / 60 = 404 / 60#

This can be further simplified to a proper fraction:

#404 / 60 = 202 / 30 = 6 22/30 = 6 11 / 15#