Consider two x distributions corresponding to the same x distribution with u o = 9.5. The first x is based on the samples of size n = based on the samples of n = 95. You calculate the probability P(58 < X < 61) for both x distributions. What can you say about the calculated probabilities of the first and second x = 60 and 40 and the second distribution is distributions? Select one: a. The calculated probability of the second x distribution is higher than the calculated probability of the first x distribution because of the larger sample size taken from the sece x distribution and the standard deviation of the second x distribution is smaller. Oh W e cannot oglouloto

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Consider two x distributions corresponding to the same x distribution with u = 60 and
o = 9.5. The first x is based on the samples of sizen = 40 and the second distribution is
based on the samples of n = 95. You calculate the probability P(58 < X < 61) for both x
distributions. What can you say about the calculated probabilities of the first and second x
distributions?
Select one:
O a. The calculated probability of the second x distribution is higher than the calculated
probability of the first x distribution because of the larger sample size taken from the second
x distribution and the standard deviation of the second x distribution is smaller.
b. We cannot calculate the probabilities for both x distributions because the sample sizes
for both are not enough.
Oc. The calculated probability of the first x distribution is higher than the calculated
probability of the second x distribution because of the smaller sample size taken for the first
distribution and the standard deviation of the firstx distribution is larger.
d. The calculated probabilities of both x distributions are the same. The sample size has no
effect on the sample size taken from both distributions.
Transcribed Image Text:Consider two x distributions corresponding to the same x distribution with u = 60 and o = 9.5. The first x is based on the samples of sizen = 40 and the second distribution is based on the samples of n = 95. You calculate the probability P(58 < X < 61) for both x distributions. What can you say about the calculated probabilities of the first and second x distributions? Select one: O a. The calculated probability of the second x distribution is higher than the calculated probability of the first x distribution because of the larger sample size taken from the second x distribution and the standard deviation of the second x distribution is smaller. b. We cannot calculate the probabilities for both x distributions because the sample sizes for both are not enough. Oc. The calculated probability of the first x distribution is higher than the calculated probability of the second x distribution because of the smaller sample size taken for the first distribution and the standard deviation of the firstx distribution is larger. d. The calculated probabilities of both x distributions are the same. The sample size has no effect on the sample size taken from both distributions.
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