Question: content area top Part 1 Express the following statement in the form if p, then q. Identify p and q clearly. Winning is a sufficient
content area top Part 1 Express the following statement in the form if p, then q. Identify p and q clearly. Winning is a sufficient condition for not losing. Question content area bottom Part 1 Identify p and q. Choose the correct answer below. A. pequalsyou are winning; qequalsyou are not losing B. pequalsyou are not losing; qequalsyou are winning Part 2 Which statement below is a correct wording of the given statement with the form if p, then q? A. If you are not winning comma then you are losing. B. If you are not losing comma then you are winning. C. If you are winning comma then you are not losing. D. If you are winning comma then you are losing
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