Well,
We will need an equation in the form of: (prime no.) + (composite no.) = (prime no.)
Options C and D immediately are rejected because the result is a composite number.
Option A looks like it could be a counterexample, but 2 is a prime number.
That leaves option B, which is the correct option.
The conjecture states that the sum of a prime and a composite number is composite. None of the given options successfully serve as a counterexample because they do not provide a sum that is prime when a prime is added to a composite. Therefore, the conjecture is not disproven by the provided examples.
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