Question: Suppose we have a proof with the following proof header: Let x be an arbitrary natural number. Assume that x is greater than 3 and

Suppose we have a proof with the following proof header: Let

Suppose we have a proof with the following proof header: Let x be an arbitrary natural number. Assume that x is greater than 3 and that x is even (i.e., that 2 divides x). We will now prove that Q(x) is true. [...proof body omitted...] What is the statement being proven? O Vx N, x > 3 12 1 Q(x) O Q(x) o 3x N, x > 3 12 | A Q(x) O VX EN, Q(x) O VX EN, x > 312 | x = Q(x)

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