Asked by BRUH
Which of the following statements is false?
A rational number cannot be an irrational number.
A natural number cannot be an integer.
An irrational number is always a real number.
An integer will always be a rational number.
A rational number cannot be an irrational number.
A natural number cannot be an integer.
An irrational number is always a real number.
An integer will always be a rational number.
Answers
Answered by
mathhelper
You must know the definitions of each of the number sets, and know
which set contains the other.
e.g. An irrational number is always a real number.
Since the set of real numbers contains all the others, this statement is true
Let me know what you think of the others.
which set contains the other.
e.g. An irrational number is always a real number.
Since the set of real numbers contains all the others, this statement is true
Let me know what you think of the others.
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