If Mode of a series exceeds its Mean by 20, then Mode exceeds its Median by
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We have,
Mode−Mean=12
∴Mode=3Median−2Mean
⇒Mode−Mean=3(Median−Mean)
⇒12=3(Median−Mean)
⇒Median−Mean=4
Again, Mode=3Median−2Mean
⇒Mode−Median=2(Median−Mean)=2×4=8
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