Multiple Choice
Suppose you have a random sample of employees in your company and their tenure. The sample mean of this sample is 4.2 years and the sample standard deviation is 4.5 years. How would knowing that the random sample was of size 100 instead of 60 change the 90% confidence interval for the population mean of employee tenure?
A) The 90% confidence interval will be larger for 100 than 60.
B) The 90% confidence interval will be smaller for 100 than 60.
C) The 90% confidence interval will be biased for 60.
D) The 90% confidence interval will be biased for 100.
Correct Answer:

Verified
Correct Answer:
Verified
Q40: Can a t-stat be negative for the
Q41: Assuming you are testing a null hypothesis
Q42: As the size of the random sample
Q43: The sample standard deviation is related to
Q44: If the distribution of one random variable
Q45: A confidence interval can be constructed for
Q46: For a random variable that can take
Q47: In making an active prediction it is
Q48: A random variable that takes on an
Q50: The t-stat, a specific instance of a