In a certain card game, the probability that a player is dealt a particular hand is

0.27.

Explain what this probability means. If you play this card game 100 times, will you be dealt this hand exactly

27

times? Why or why not?

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Part 1

Choose the correct answer below.

A.

The probability

0.27

means that exactly

27

out of every 100 dealt hands will be that particular hand. Yes, you will be dealt this hand exactly

27

times since the probability refers to short-term behavior, not long-term.

B.

The probability

0.27

means that approximately

27

out of every 100 dealt hands will be that particular hand. No, you will not be dealt this hand exactly

27

times since the probability refers to what is expected in the long-term, not short-term.

C.

The probability

0.27

means that exactly

27

out of every 100 dealt hands will be that particular hand. Yes, you will be dealt this hand exactly

27

times since the probability refers to long-term behavior, not short-term.

D.

The probability

0.27

means that approximately

27

out of every 100 dealt hands will be that particular hand. No, you will not be dealt this hand exactly

27

times since the probability refers to what is expected in the short-term, not long-term.