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Cumulative Frequency

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This document is all about. It talks about Cumulative Frequency and depicts ways to find out the frequency and cumulative frequency to draw a cumulative frequency graph with the coordinates found. This is very useful for KS3 and GCSE.

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September 15, 2023
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Written in
2022/2023
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Cumulative Frequency
 A cumulative frequency diagram creates a running total of the amounts within a table.

E.g.:

Length (cm) Frequency (F) (CF) Cumulative Frequency
30 < L < 35 4 4
35 < L < 40 10 14
40 < L < 45 11 25
45 < L < 50 12 37
50 < L < 55 3 40
Total 40

 Always begin with CF as 4 in the first row.
 Mode of this table - (Most common) range of ‘45 < L < 50’ (answer).
 Mean (overall average) of this table -
 Find out midpoints of each of the lengths, e.g. - ‘30 < L < 35’ midpoint = 32.5
 Times the midpoint with the Frequency (F), e.g. - 32.5 × 4
o Do the same for all of the other rows,




- As total average / total frequency: mean = 1700/40 = 42.5 (answer)

 Median (middle value) -
 Total = 40 Midpoint = 40/2 = 20
 20 Falls under the grp ‘(40 < L < 45).
 Answer - **40 < L < 45**

Number of drawing pins frequency C.F
29 2 58 2
30 5 150 2+5 = 7
31 2 62 7+2 = 9
32 1 32 9+1= 10
Total - 10 302

 Mean - In this kind of table,
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