- Rational numbers are numbers in the form of n/m, where n & m are integers.
- Terminating decimals
- It could be in fraction form
- It can be negative or positive integers
- Numbers that can't be expressed as n/m or as the quotient of integers
- Most are infinite
The union of the two are so-called "Real Numbers".
- There are numbers/ integers that we use
- It could be terminating or non-terminating
- It can also be repeating or non-repeating decimals
Hope it helps :)
#CarryOnLearning
Answer: The union of all the sets of rational and irrational numbers is the set of the so called real numbers.
Step-by-step explanation: It is difficult to accept that somebody:
Knows what rational and irrational numbers are.
Knows that they can be arranged in sets.
Knows that those sets are many.
Knows what union of sets is.
Knows that there is only one union of all those sets,
and doesn’t know what that union is!
So, who posts this question and for what purpose?
Anyway, after all this pondering, I can’t but answer the question:
The union of all the sets of rational and irrational numbers is the set of the so called real numbers.
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Answers & Comments
WHAT ARE RATIONAL NUMBERS?
- Rational numbers are numbers in the form of n/m, where n & m are integers.
- Terminating decimals
- It could be in fraction form
- It can be negative or positive integers
WHAT ARE IRRATIONAL NUMBERS?
- Numbers that can't be expressed as n/m or as the quotient of integers
- Most are infinite
WHAT IS THE UNION OF RATIONAL AND IRRATIONAL NUMBERS?
The union of the two are so-called "Real Numbers".
WHAT ARE REAL NUMBERS?
- There are numbers/ integers that we use
- It can be negative or positive integers
- It could be in fraction form
- It could be terminating or non-terminating
- It can also be repeating or non-repeating decimals
Hope it helps :)
#CarryOnLearning
Answer: The union of all the sets of rational and irrational numbers is the set of the so called real numbers.
Step-by-step explanation: It is difficult to accept that somebody:
Knows what rational and irrational numbers are.
Knows that they can be arranged in sets.
Knows that those sets are many.
Knows what union of sets is.
Knows that there is only one union of all those sets,
and doesn’t know what that union is!
So, who posts this question and for what purpose?
Anyway, after all this pondering, I can’t but answer the question:
The union of all the sets of rational and irrational numbers is the set of the so called real numbers.