Find the mean deviation ci) from mean (in) from median for the following data: Marks 20 18 16 14 12 10 8 6 No. of students 4 9 18 27 25 14 1 how meadian 2.24 ..
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Answer:
Marks f
i
Cumulative frequency x
i
∣x
i
−M∣ f
i
∣x
i
−M∣
0-10 6 6 5 22.86 137.16
10-20 8 14 15 12.86 102.88
20-30 14 28 25 2.86 40.04
30-40 16 44 35 7.14 114.24
40-50 4 48 45 17.14 68.56
50-60 2 50 55 27.14 54.28
Total 50 517.32
Here, N=50
2
N
=
2
50
=25
Since, 25 occurs in the cumulative frequency 25.
So, median class is 20−30.
Median M=l+
f
m
2
N
−C
f−1
×h
=20+
14
25−14
×10
M=20+
14
110
=27.86
Mean deviation about median =
∑f
i
∑f
i
∣x
i
−M∣
=
50
517.32
=10.35
Step-by-step explanation:
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