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Q.

The mode of the following data is 85.7. What is the missing frequency?


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a

33

b

31

c

30

d

32  

answer is C.

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Detailed Solution

It is given the following frequency distribution table.
Question ImageWe know that, mode is given as:
Mode=l+(f1-f02f1-f0-f2)×h Given Mode=85.7 So, from the table, we get
Modal class =85-95
Lower limit of modal class l=85
Class size h=10
Frequency of modal class f1=32
Preceding frequency of modal class f0=f
Succeeding frequency of modal class f2=6 Putting the values in the formula, we get
85.7=85+(32-f64-f-6)×10 85.7=85+(320-10f58-f) 85.7×(58-f)=85(58-f)+(320-10f) 4970.6-85.7f=4930-85f+320-10f -279.4=-9.3f f=30.0430 Thus, the approximate value of missing frequency is 30.
Hence, the correct option is 3.
 
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