1. The owner of a family style restaurant in downtown Pittsburgh was interested in studying customer entrée and dessert orders. Records were maintained for a weekend time period: results in the table below.
Ordered Beef Entree |
|||
Ordered Dessert |
Yes |
No |
Total |
Yes |
71 |
65 |
|
No |
116 |
348 |
|
Total |
a. What is the probability that a randomly selected customer ordered dessert?
b. What is the probability that a randomly selected customer did not order beef?
c. What is the probability that a randomly selected customer did not order beef and did not order dessert?
d. What is the probability that a randomly selected customer did order beef and did not order dessert?
e. What is the probability that a randomly selected customer did not order beef or did not order dessert??
f. n/a
g. We know that customer X ordered beef, what is the probability that he ordered dessert?
h. We know that customer Y ordered dessert, what is the probability that she ordered beef?
i. Are the events Ordered Dessert and Ordered Beef independent? Show the test.
the table below.
Ordered Beef Entree |
|||
Ordered Dessert |
Yes |
No |
Total |
Yes |
71 |
65 |
136 |
No |
116 |
348 |
464 |
Total |
187 | 413 | 600 |
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