The median and mode of frequency distribution are 525 and 500, then mean of same frequency distribution is -

(A) 75

(B) 107.5

(C) 527.5

(D) 537.5

(A) 75

(B) 107.5

(C) 527.5

(D) 537.5

Answer: D

\(Median = 525, Mode = 500\)

\(Mode = 3 median - 2 mean\)

\(500=3(525)-2 mean\)

\(2 mean=1575-500\)

\(mean=\frac {1075}{2}=537.5\)

\(Median = 525, Mode = 500\)

\(Mode = 3 median - 2 mean\)

\(500=3(525)-2 mean\)

\(2 mean=1575-500\)

\(mean=\frac {1075}{2}=537.5\)

To Keep Reading This Answer, Download the App

4.6

Review from Google Play

To Keep Reading This Answer, Download the App

4.6

Review from Google Play

Correct10

Incorrect0

Still Have Question?

Load More

More Solution Recommended For You