From a small town, 120 people were randomly selected and asked the following question: Which of these three stores do you visit weekly (at least once per week), Store A, Store B, or Store C? The following results were obtained: 20 visit Store A and Store C, 10 visit Store A and Store B but not Store C, 15 visit all three stores, 30 only visit Store C, 35 visit Store B but not Store C, 25 visit Stores B and C, and 10 visit neither of the three stores. If a person is randomly selected from this group of 120, what is the probability that he or she (a) will visit Store B and Store C? (b) visits at least one of the three stores in the next week? (c) does not visit Store A or does not visit Store C? (d) only visits Store B? (e) only visits Store A?

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From a small town, 120 people were randomly selected and asked the following question: Which of these three stores do you visit weekly (at least once per week), Store A, Store B, or Store C? The following results were obtained: 20 visit Store A and Store C, 10 visit Store A and Store B but not Store C, 15 visit all three stores, 30 only visit Store C, 35 visit Store B but not Store C, 25 visit Stores B and C, and 10 visit neither of the three stores.

If a person is randomly selected from this group of 120, what is the probability that he or she

(a) will visit Store B and Store C?

(b) visits at least one of the three stores in the next week?

(c) does not visit Store A or does not visit Store C?

(d) only visits Store B?

(e) only visits Store A?

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