In a polynomial p(x)=x²+x+41 put different values of x and find p (x). Can you conclude after putting different values of x that p (x) is prime for all. Is x an element of N? Put x = 41 in p (x). Now what do you find?
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Answer:
P(41) is not prime
Step-by-step explanation:
P(x) = x²+x+41
x P(x)
0 41 Prime
1 43 Prime
2 47 Prime
3 53 Prime
4 61 Prime
5 71 Prime
6 83 Prime
7 97 Prime
8 113 Prime
9 131 Prime
10 151 Prime
41 1763 not Prime
for x = 41
P(41) = 41² + 41 + 41 = 41(41 + 1 + 1) = 41 * 43
hence P(41) is not prime
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