How do you write the fraction #3/6# in simplest form?
1 Answer
Dec 2, 2016
Explanation:
We have to find a
#color(blue)"common factor"# that will divide into 3 and 6 and reduce the fraction.This process is called
#color(blue)"cancelling"# The only factor that is common to 3 and 6 is
#color(red)(3)#
#rArr3/6=(3÷3)/(6÷3)=1/2larr" in simplest form"# This is usually written as follows.
#3/6=cancel(3)^1/cancel(6)^2=1/2# A fraction is in
#color(blue)"simplest form"# when no other factor apart from 1 will divide into the numerator/denominator.