How do you simplify the fraction #35/50#?
1 Answer
Dec 1, 2016
Explanation:
We have to find a
#color(blue)"common factor"# that will divide into 35 and 50 and reduce the fraction.This process is referred to as
#color(blue)"cancelling"# Since 35 has a last digit of 5 and 50 has a last digit of 0 , this tells us that both numbers are
#color(blue)"divisible by 5"#
#rArr35/50=(35÷5)/(50÷5)=7/10larr" in simplest form"# Usually written as
#cancel(35)^7/cancel(50)^(10)=7/10# A fraction is in
#color(blue)"simplest form"# when no other factor apart from 1 will divide into the numerator/denominator.