Question

2.
The median and mode of a data are 33 and 45 respectively then it's
No. of
respectively. Then its mean is— [HSLC ´16] ]
Patien
(a) 30 (b) 33 (c) 27 (d) 35​

Answer 1

Answer:

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Answer 2

Median = 33

Mode = 45

Mean - Mode = 3(Mean - Median )

Mean - Mode = 3(Mean - Median )Mean = 3(Mean - Median) + Mode

Mean - Mode = 3(Mean - Median )Mean = 3(Mean - Median) + ModeMean - 3Mean = 3 Median + Mode

Mean - Mode = 3(Mean - Median )Mean = 3(Mean - Median) + ModeMean - 3Mean = 3 Median + Mode-2Mean = -99 + 45

Mean - Mode = 3(Mean - Median )Mean = 3(Mean - Median) + ModeMean - 3Mean = 3 Median + Mode-2Mean = -99 + 452 Mean = 54

Mean - Mode = 3(Mean - Median )Mean = 3(Mean - Median) + ModeMean - 3Mean = 3 Median + Mode-2Mean = -99 + 452 Mean = 54Mean = 54/2

Mean - Mode = 3(Mean - Median )Mean = 3(Mean - Median) + ModeMean - 3Mean = 3 Median + Mode-2Mean = -99 + 452 Mean = 54Mean = 54/2Mean = 27