The amount of time a bank teller spends with each customer is normally distributed with a mean of µ = 4.6 minutes and standard deviation of o = 1.6 minutes. 13 A random sample of n = 25 customers is selected. The probability that the mean time spent with the customers in the sample is greater than 5 minutes is, a 0.1422 b 0.1226 0.1056 d 0.0838 14 In random samples of size n = 25, 95% of the sample means fall within, and minutes. 3.2 6.0 a b 3.5 5.7 3.6 5.6 d 4.0 5.2

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157 Next TWO questions are related
158 The amount of time a bank teller spends with each customer is normally distributed with a mean of u = 4.6
159 minutes and standard deviation of o = 1.6 minutes.
160 13
A random sample of n = 25 customers is selected. The probability that the mean time spent with the
customers in the sample is greater than 5 minutes is,
161
162
a
0.1422
163
b
0.1226
164
с
0.1056
165
d
0.0838
166
167 14
In random samples of size n = 25, 95% of the sample means fall within
and
168
minutes.
169
a
3.2
6.0
170
171
172 d
b
3.5
5.7
3.6
5.6
4.0
5.2
Transcribed Image Text:157 Next TWO questions are related 158 The amount of time a bank teller spends with each customer is normally distributed with a mean of u = 4.6 159 minutes and standard deviation of o = 1.6 minutes. 160 13 A random sample of n = 25 customers is selected. The probability that the mean time spent with the customers in the sample is greater than 5 minutes is, 161 162 a 0.1422 163 b 0.1226 164 с 0.1056 165 d 0.0838 166 167 14 In random samples of size n = 25, 95% of the sample means fall within and 168 minutes. 169 a 3.2 6.0 170 171 172 d b 3.5 5.7 3.6 5.6 4.0 5.2
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