Question

The mean and median of a distribution are 10 and 14 respectively .the value of mode is​

Answer 1

Answer:

............. ......

Answer 2

Final answer: Mode of the given distribution = 22

Given that: We are given mean and median of a distribution are 10 and 14 respectively.

To find: We have to find the value of mode.

Explanation:

• In statistics, there exists a relation between mean, median and mode of the distribution. This relationship is termed as the empirical relationship.
• Empirical relationship is defined as, mode of a distribution is equal to the difference between 3 times the median of that distribution and 2 times the mean of that distribution.

i.e., mode of a distribution = 3 median of a distribution - 2 mean of a distribution

• Mean of the given distribution = 10

• Median of the given distribution = 14

• Mode of the given distribution $=(3*14)-(2*10)$

                                                           $=42-20 =22$

Hence, mode of the given distribution = 22

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https://brainly.in/question/7954658

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Answer 3

Final answer: Mode of the given distribution = 22

Given that: We are given mean and median of a distribution are 10 and 14 respectively.

To find: We have to find the value of mode.

Explanation:

• In statistics, there exists a relation between mean, median and mode of the distribution. This relationship is termed as the empirical relationship.
• Empirical relationship is defined as, mode of a distribution is equal to the difference between 3 times the median of that distribution and 2 times the mean of that distribution.

i.e., mode of a distribution = 3 median of a distribution - 2 mean of a distribution

• Mean of the given distribution = 10

• Median of the given distribution = 14

• Mode of the given distribution $=(3*14)-(2*10)$

                                                           $=42-20 =22$

Hence, mode of the given distribution = 22

To know more about the concept please go through the links

https://brainly.in/question/7954658

https://brainly.in/question/15935020

#SPJ2