Consider the statement: “P(n):
is prime.” Then which one of the following is true?
(a)
P(5) is false but P(3) is true
(b)
Both p(3) and P(5) are false
(c)
P(3) is false but P(5) is true
(d)
Both P(3) and p(5) are false
Consider the statement: “P(n): is prime.” Then which one of the following is true?
(a)
P(5) is false but P(3) is true
(b)
Both p(3) and P(5) are false
(c)
P(3) is false but P(5) is true
(d)
Both P(3) and p(5) are false
Question ID - 56858 | SaraNextGen Top Answer
Consider the statement: “P(n): is prime.” Then which one of the following is true?
(a)
P(5) is false but P(3) is true
(b)
Both p(3) and P(5) are false
(c)
P(3) is false but P(5) is true
(d)
Both P(3) and p(5) are false
|
Consider the statement: “P(n): |
|||
|
(a) |
P(5) is false but P(3) is true |
(b) |
Both p(3) and P(5) are false |
|
(c) |
P(3) is false but P(5) is true |
(d) |
Both P(3) and p(5) are false |
1 Answer
127 votes
Answer Key / Explanation : (d) -
P(n) : 
is prime
P(5) = 61 which is prime
P(3) = 47 which is also prime
127 votes
Answer Link
127