We do not have the data from exercise 6.10 to note the speeds of the servers or the criterion for receiving a movie coupon.
If you repost with the needed data, we would be more able to help you.
The regional manager in Exercise 6.10 plans to evaluate the speed of services at five local franchises of the restaurant. For the fives serves, determine the probability that
a. None will receive a movie coupon
b. two of the five will receive a coupon
c. three of the five will receive a coupon
d. all five will receive a coupon
3 answers
how you can use sampling distribution and the concept of Central Limit Theorem to apply information and make good predictions and estimations when you shop for a particular item or product?
From exercise 6.10, n = 5 and the probability of receiving a coupon is 0.60.
with n = 5 and p = 0.600000
x P( X = x)
0 0.0102
1 0.0768
2 0.2304
3 0.3456
4 0.2592
5 0.0778
with n = 5 and p = 0.600000
x P( X = x)
0 0.0102
1 0.0768
2 0.2304
3 0.3456
4 0.2592
5 0.0778
0 answers