Important questions with answers for measures of central tendency are drafted by expert commerce teachers from the latest version of CBSE (NCERT) books.
Important Questions: Measures of Central Tendency
Question 1
Define median.
Answer:
Median is a value located in the centre of a series in such a way that half of the values of the series are above it and the other half are below it.
Question 2
What is mode?
Answer:
Mode is a value that frequently occurs in a series, which means that the modal value has the highest frequency in the series.
Question 3
Define the partition value.
Answer:
The value that divides the series into more than two parts is known as the partition value.
Question 4
Explain quartile.
Answer:
The end value of the statistical series when it is divided into four parts is known as quartile.
Question 5
What is positional average?
Answer:
Positional average is an average whose value is worked out on the basis of its position in the statistical series.
Question 6
Define the central tendency.
Answer:
A method of statistical analysis by which the average of a statistical series is analysed is known as the central tendency.
Question 7
What are the purposes of average in the statistical method?
Answer:
The purposes of average is the statistical method are:
- Â Â Â Brief description
- Â Â Â Comparison
- Â Â Â Formulation of policies
- Â Â Â Statistical analysis
- Â Â Â One value of all
Question 8
What are the different kinds of statistical average?
Answer:
The different kinds of statistical average are:
- Â Â Â Mathematical average
- Â Â Â Positional average
Question 9
What are the two methods that can calculate the simple arithmetic mean in case of an individual series?
Answer:
The two methods that can calculate the simple arithmetic mean in case of an individual series are:
- Â Â Â Direct method
- Â Â Â Shortcut method
Question 10
What are the methods of calculating the simple arithmetic mean?
Answer:
The methods of calculating the simple arithmetic mean are:
- Â Â Â Individual series
- Â Â Â Discrete series
- Â Â Â Frequency distribution
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