Question

In the poset (Z+, D (where Z+ is the set of
all positive integers and is the divides
relation) are the integers 9 and 351
comparable?​

Answer 1

Answer:

2. In the poset (Z+, |) (where Z+ is the set of all positive integers and | is the divides relation) are the integers 9 and 351 comparable? Explanation: The two integers 9 and 351 are comparable since 9|351 i.e, 9 divides 351

Step-by-step explanation:

HOPE IT IS USEFUL TO UHH

Answer 2

Answer: comparable

Step-by-step explanation: As per the given question,

As the poset (Z+, D (where Z+ is the set of all positive integers and is the divides' relation) are the integers 9 and 351 comparable,

As the two integers 9 and 351 are comparable since 9|351 i.e, 9 divides 351. But 5 and 127 are not comparable since 5 | 127 i.e 5 does not divide 127.

Hence, the correct answer is comparable.

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