Let A and B be nonempty sets of real numbers. If sup A exists then: O a. sup (AU B) exists if sup(B) exists O b. the set An B is bounded O c. the set A is bounded O d. sup(A) s sup (A U B)

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Let A and B be nonempty sets of real numbers. If sup A exists then:
a. sup (A U B) exists if sup(B) exists
O b. the set An Bis bounded
O c.
the set A is bounded
O d. sup(A) s sup (A U B)
Transcribed Image Text:Let A and B be nonempty sets of real numbers. If sup A exists then: a. sup (A U B) exists if sup(B) exists O b. the set An Bis bounded O c. the set A is bounded O d. sup(A) s sup (A U B)
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