find the median of variates 5,7,8,11,13,17 with frequencies 3,7,7,13,10 respectively also find the mode of data
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Answer:
11
Step-by-step explanation:
Given that variants 5,7,8,11,13,17 with frequencies 3,7,7,12,13,10 respectively.
x f Cumulative frequency
5 3 3
7 7 10=3+7
8 7 17=10+7
11 12 29=17+12
13 13 42=29+13
17 10 52=42+10
∑f=N=52
N=52 -even
2
N
=
2
52
=26
th
term
the cumulative frequency just gleater than
2
N
value is 29, and the value of x corresponding to 29 is 11.
therefore median is 11.
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