A manager of a fast-food chain wants to analyze the length of time a vehicle spends at the drive-through window waiting for an order. According to records obtained from the chain, the population mean time spent waiting at the window was 236.5 seconds with a population standard deviation of 34.8 seconds. It is known that the distribution of time waiting at the window is extremely right-skewed. The waiting time was recorded for a random sample of 21 vehicles. For the random sample obtained, the sample mean waiting time was found to be 254.6 seconds with a sample standard deviation of 23.1 seconds. Suppose the process of taking random samples of size 21 is repeated 1,000 times and a histogram of the 1,000 sample means lengths is created. The mean of the sampling distribution presented in the histogram will be approximately: O a. We do not have enough information to find the mean of the sampling distribution. O b. 254.6 seconds OC 4,966.5 seconds Od. 236.5 seconds

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A manager of a fast-food chain wants to analyze the length of time a vehicle spends at the drive-through window waiting for an order. According to records obtained from the chain, the population mean time
spent waiting at the window was 236.5 seconds with a population standard deviation of 34.8 seconds. It is known that the distribution of time waiting at the window is extremely right-skewed.
The waiting time was recorded for a random sample of 21 vehicles. For the random sample obtained, the sample mean waiting time was found to be 254.6 seconds with a sample standard deviation of 23.1
seconds.
Suppose the process of taking random samples of size 21 is repeated 1,000 times and a histogram of the 1,000 sample means lengths is created. The mean of the sampling distribution presented in the
histogram will be approximately:
O a. We do not have enough information to find the mean of the sampling distribution.
Ob. 254.6 seconds
O. 4,966.5 seconds
O d. 236.5 seconds
Transcribed Image Text:A manager of a fast-food chain wants to analyze the length of time a vehicle spends at the drive-through window waiting for an order. According to records obtained from the chain, the population mean time spent waiting at the window was 236.5 seconds with a population standard deviation of 34.8 seconds. It is known that the distribution of time waiting at the window is extremely right-skewed. The waiting time was recorded for a random sample of 21 vehicles. For the random sample obtained, the sample mean waiting time was found to be 254.6 seconds with a sample standard deviation of 23.1 seconds. Suppose the process of taking random samples of size 21 is repeated 1,000 times and a histogram of the 1,000 sample means lengths is created. The mean of the sampling distribution presented in the histogram will be approximately: O a. We do not have enough information to find the mean of the sampling distribution. Ob. 254.6 seconds O. 4,966.5 seconds O d. 236.5 seconds
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