in a distribution more than type and less than type ogive are interesting a point (15,20)then the value of median is
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Draw the perpendiculars from the point of intersection on both X and Y axis.
The ogive curves intersect at the point (20.5,15)
The perpendicular drawn intersects X-axis at 20.5 and Y-axis at 15.
Since, point of intersection of perpendicular and X-axis is the median.
Therefore, 20.5 lakhs is the median.
Hence, option B is correct.
solution
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