For a certain frequency distribution, Median = 156 and Mode = 180 obtain value of mean approximately.
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Hello friend
Here is your answer !!!!!!!!!!!!!
===> Answer
Given :
Median = 156
Mode = 180
We have to find Mean = ?
We know that,
Mean - Mode = 3(Mean - Median)
By putting the given values we get,
Mean - 180 = 3 ( Mean - 156)
Mean - 180 = 3Mean - 468
468 - 180 = 2Mean
Mean = 288/2
Mean = 144
Therefore, the Mean = 144
Thanks..
:)
Here is your answer !!!!!!!!!!!!!
===> Answer
Given :
Median = 156
Mode = 180
We have to find Mean = ?
We know that,
Mean - Mode = 3(Mean - Median)
By putting the given values we get,
Mean - 180 = 3 ( Mean - 156)
Mean - 180 = 3Mean - 468
468 - 180 = 2Mean
Mean = 288/2
Mean = 144
Therefore, the Mean = 144
Thanks..
:)
Rahulsonar22:
thanks
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3
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