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Test: Relation between Central Tendencies - Question 1

The mean and median of same data are 24 and 26 respectively. The value of mode is :

Test: Relation between Central Tendencies - Question 2

The mode, median and mean of the following data are:

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Test: Relation between Central Tendencies - Question 3

If median of 20 observations is 50 and mode is also 50, then the mean is

Test: Relation between Central Tendencies - Question 4

For a symmetrical distribution, which is correct

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Test: Relation between Central Tendencies - Question 5

The median of the given data is 46 and the total number of items is 230.

Using the formula Mode = 3 Median – 2 Mean, the mean will be

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Test: Relation between Central Tendencies - Question 6

For the following frequency distribution:

If the mode and the median are 12.9 and 14.44 respectively, then the mean is

Test: Relation between Central Tendencies - Question 7

A student noted the number of cars passing through a spot on a road for 100 periods each of 3 minutes and summarized it in the table given below

The mode, median and mean of the data is

Test: Relation between Central Tendencies - Question 8

If the median of the following data is 166.79, then the mean and mode are

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Test: Relation between Central Tendencies - Question 9

The mean and the median of a distribution are 45.9 and 46 respectively. The mode will be

Test: Relation between Central Tendencies - Question 10

Which of the following is not a measure of central tendency?

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