the following table shows the height of 50 student of a class Height in cm 152 158 150 163 149 151 147 number of student 8 3 4 7 12 10 6 find the mean and median
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since its a discrete series, mean=A+ sigma fd/N
median=size of (n+1/2)th item
let 150 be a
x f d=x-a fd cf
147 8 -3 -24 8
149 3 -1 -3 11
150 4 0 0 15
152 7 2 14 22
151 12 1 12 34
158 10 8 80 44
163 6 13 78 50
total 157
_
X=150+157/50
=150+3.14
=53.14
m=size of (50+1/2)th item
=size of (51/2)th item
=size of (25.5)th item
=151
median=size of (n+1/2)th item
let 150 be a
x f d=x-a fd cf
147 8 -3 -24 8
149 3 -1 -3 11
150 4 0 0 15
152 7 2 14 22
151 12 1 12 34
158 10 8 80 44
163 6 13 78 50
total 157
_
X=150+157/50
=150+3.14
=53.14
m=size of (50+1/2)th item
=size of (51/2)th item
=size of (25.5)th item
=151
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