16. What can be said about the mean, median, and mode of this histogram? a. mean and median are almost equal, bimodal b. mean is less than the median c. median is less than the mean d. mean, median, and mode are all different
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Mean: The mean is the average value of the data. In a histogram, it can be roughly estimated by finding the "balance point" of the bars. If the histogram is symmetric, the mean and median will be close to each other. Show more…
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When comparing the mean and the median in a set of data that is very negatively skewed the mean will be less than median approx equal to median greater than not enough info
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(A) mean $\leq$ median $\leq$ mode (B) median $\leq$ mean $\leq$ mode (C) median $\leq$ mode $\leq$ mean (D) mode $\leq$ mean $\leq$ median (E) The relationship cannot be determined because the median cannot be calculated.
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