How do you evaluate #8- \frac { 13} { 16}?#

1 Answer
Apr 29, 2018

#=>115/16#

Explanation:

#=>8-13/16#

First, we need a common denominator. The trick is to multiply numbers by #1#, so that the expression remains unchanged. However, we also want to give the other term a denominator of #16#. The way we do this is to multiply by #16/16#.

#=>8*16/16 - 13/16#

#=>128/16 - 13/16#

Now we can combine the fractions:

#=>(128-13)/16#

#=>115/16#