Among the four sets of natural numbers, integers, rational numbers and real numbers, which one includes the others?
A: The set of natural numbers
B: The set of integers
C: The set of rational numbers
D: The set of real numbers
A: The set of natural numbers
B: The set of integers
C: The set of rational numbers
D: The set of real numbers
举一反三
- The purpose of extending the set of natural numbers to the set of integers is to make it closed under ______ operation
- Which of the following is false? A: If a set of real numbers is bounded above, then it must have a least upper bound [img=53x20]1802dde7ae54586.png[/img]. B: If a set of real numbers has a least upper bound [img=53x20]1802dde7ae54586.png[/img], then it must be bounded above. C: If a set of rational numbers is bounded above, then it must have a least upper bound [img=54x22]1802dde7bf41b49.png[/img]. D: If a set of rational numbers has a least upper bound [img=54x22]1802dde7bf41b49.png[/img], then it must be bounded above.
- Which of the following is equivalent? A: The division relation on the set of integers B: On the set of rational numbers, the relation of multiplication equal to 1 C: rank relationship D: Logical equivalence of propositional formula
- Which of the following is equivalent? A: The division relation on the set of integers B: On the set of rational numbers, the relation of multiplication equal to 1 C: rank relationship D: Logical equivalence of propositional formula
- Floating point representation is used to store A: Boolean values B: whole numbers C: real numbers D: integers