First add all the fractions together. Then, divide this sum by the total number of fractions that were in the set. This quotient is your average fraction.
Yes. The set of rational numbers is infinitely dense.If p/q and r/s are any two fractions then (p/q + r/s)/2 is a fraction which is between the two.
The same as you would find the average of other numbers. Add all the numbers together, then divide by the size of the set - by the number that indicates how many numbers you have.
Improper
No. For example, the result of 1/6 - 2/6 is not a positive fraction.
Any fraction can go into any other fraction. The concept of "going into" for a limited set of numbers is useful only for integers.
Yes, every unit fraction is proper fraction because a proper fraction is a fraction in which the numerator is smaller than denominator. So the set of all unit fractions are also proper fractions.
Every fraction has infinitely many equivalent fractions. A representative fraction is one member of this set.
Yes. The set of rational numbers is infinitely dense.If p/q and r/s are any two fractions then (p/q + r/s)/2 is a fraction which is between the two.
The same as you would find the average of other numbers. Add all the numbers together, then divide by the size of the set - by the number that indicates how many numbers you have.
There are infinite fractions between any two whole numbers.
Improper
Dissimilar fractions are not equivalent as for example 1/2 is the same as 2/4 but 3/5 and 2/7 are dissimilar fractions
No. Every fraction has a decimal expression but not every decimal has a fractional (rational) equivalent. There are infinitely many fractions: the cardinality of the set of fractions is Ào (Aleph-null). If the set of decimals is considers equivalent to the set of real numbers, then the cardinality of the set is 2À0 !
No. For example, the result of 1/6 - 2/6 is not a positive fraction.
Any fraction can go into any other fraction. The concept of "going into" for a limited set of numbers is useful only for integers.
There are infinitely many. But, thanks to the strange behaviour of infinities, it set of fractions between 0 and 1 has the same cardinality (size) as the set of fractions between 0 and 100, or 0 and 10000000.
There is always an LCD for a set of fractions, even if it's only the product of the denominators.