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The quote clearly states that mode coincides with the mean (arithmetic average) and median (mid point of a distribution) in perfectly normally distributed popul
by sologoub 11y ago
The quote clearly states that mode coincides with the mean (arithmetic average) and median (mid point of a distribution) in perfectly normally distributed populations. Therefore, mode is not the same as average in most cases, as perfect normal distribution is not that common.
Mode is the most commonly occurring value in distribution. According to some schools of thought, a distribution can have multiple modes.