THE GARDEN
Updated 15 Sep 2026
the middle value of a sorted data set: position (n+1)/2(n+1)/2; if nn is even, the median is the mean of the two center values
Me=Lb+P⋅N/2−FklFmeMe = L_b + P \cdot \dfrac{N/2 - F_{kl}}{F_{me}}, where LbL_b is the median class's lower boundary, FklF_{kl} is the cumulative frequency before the median class, FmeF_{me} is the median class's own frequency (not cumulative), and PP is the class width
the median class is the first class whose cumulative frequency reaches at least N/2N/2
Measures of Central Tendency
Mean
◌ Explore connections in Graph view
Paths through the garden