Q. The empirical relation between mean, median, and mode is____________ $ 3 mean – 2 median $$ 3 median – 2 mean $$ 2 mean – 3 median $$ mean = median = mode $ Answer: $ 3 median – 2 mean $

Q. The values of mean, median and mode can be____________ Some time equalNever equalAlways equalNone of these Answer: Some time equal

Q. In a symmetrical distribution, mean is ____________ mode Equal toLess thanGreater thanNot equal to Answer: Equal to

Q. In symmetrical distribution, mean, median, and mode are__________ EqualDifferentZeroNone of these Answer: Equal

Q. If mean, median, and mode are all equal then distribution will be_______________ Positive SkewedNegative SkewedSymmetricalNone of these Answer: Symmetrical

Q. The middle value of an ordered array of numbers is the_____________ ModeMeanMedianMid-Point Answer: Median

Q. Find the median of the following data: 160, 180, 200, 280, 300, 320, 400______________ 140300180280 Answer: 280

Q. Which of the following describe the middle part of a group of numbers?_____________ The Measure of VariabilityThe Measure of Central TendencyThe Measure of AssociationThe Measure of Shape Answer: The Measure of Central Tendency

Q. If any of the value in the data set is zero then it is not possible (i.e. impossible) to compute_____________ ModeMedianMeanHarmonic Mean Answer: Harmonic Mean

Q. ________ is the measure of average which can have more than one value____________ MeanMedianHarmonic MeanMode Answer: Mode