We know that formula of finding mode of grouped data is
Mode = l+(f1−f0)/(2f1−f0−f2)x h
Where, f0 is frequency of the class preceding the modal class and f2 is frequency of the class succeeding the modal class. But how to calculate mode when there is no class preceding or succeeding the modal class.
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Answer:
In the formula for mode of a grouped data, mode =l+{2f2−f0−f2f1−f0}×h, where symbols have their usual meaning f0 represents Frequency of the class preceding the modal class
where f= Frequency, l= Lowest value of the modal range, f1= Frequency of modal class,
f2= Frequency of class succeeding the modal class and f0= Frequency of class preceding the modal class.
Hence, option C is correct.
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