Question

For a grouped data, M = 687.6 , I = 599.5, f = 42, cf = 63 and c = 100, then n=…..a) 37

b) 50 c) 100 d) 200​

Answer 1

Answer:

ANSWER

We are given the cumulative frequency distribution. So, we first construct a frequency table from the given cumulative frequency distribution and then we will make necessary computation to compute median.

Class intervals Frequency (f) Cumulative frequency (c.f.)

20-30 4 4

30-40 12 16

40-50 14 30

50-60 16 46

60-70 20 66

70-80 16 82

80-90 10 92

90-100 8 100

N=∑f

i

=100

Here, N=∑f

i

=100∴

2

N

=50

We observe that the cumulative frequency just greater than

2

N

=50 is 66 and the corresponding class is 60−70.

So, 60−70 is the median class.

∴l=60,f=20,F=46 and h=10

Now,

Median =l+

f

2

N

−F

×h

⇒Median=60+

20

50−46

×10=62

Answer 2

Step-by-step explanation:

the answer is 3 is the correct answers