If you're not given a mean, do you just assume?

d. The updated sample median value will be exactly equal to 4.0 4. 1 point The distribution of health satisfaction scores for allied health professionals is based on a sample of n = 11,724 providers. For our purposes, consider this a random sample from the population of all allied health professionals in the United States covering the same time period as these data. Suppose another_random sample of 5,000 providers is taken from the same population, and added to this sample of 11,724, for a total sample of 16,724 providers. How will the sample mean of these 16,724 observations compare in value to the sample mean of the original sample of n=11,724? a. It will be larger in value than the sample mean of the original sample of n=11,724 original new 16, 724 b. It will be smaller in value than the sample mean of the original sample of n=11,724 11, 724 mean ? mean ? c. It will be exactly equal to the value of the sample mean of the original sample of n=11,724 d. While the two sample mean values should be "similar", there is no way to predict exactly how the two values will compare nt