p(n):2n+1, for n =_n is not a prime number
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Step-by-step explanation:
x^2 −x+41
P(n)=x^2 −x+41 is a prime number
P(1)=1^2 −1+41 is a prime No. of
P(1)=41 is prime, which is true
P(2)=2^2 −2+41 is a prime No, i.e.,
P(2)=43 is prime No, which is true
P(211)=41^2 −41+41 is a prime No,
i.e., P(41)=41^2 is a primes which is Not true.
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