WALHT: find mean, mode, range and median to analyse statistical data.
John’s Lap:
A
|
B
|
C
| |
1
|
66
|
124
|
46
|
2
|
59
|
129
|
44
|
3
|
69
|
137
|
41
|
4
|
71
|
115
|
55
|
5
|
63
|
127
|
43
|
Rangi’s Lap Times:
A
|
B
|
C
| |
1
|
62
|
119
|
50
|
2
|
64
|
126
|
36
|
3
|
60
|
135
|
42
|
4
|
70
|
117
|
48
|
5
|
63
|
130
|
43
|
A
|
John
|
Winner
|
Rangi
|
Mean
|
65.6
|
Rangi
|
63.8
|
Median
|
66
|
Rangi
|
63
|
Mode
|
-
|
-
| |
Range
|
12
|
Rangi
|
10
|
B
|
John
|
Winner
|
Rangi
|
Mean
|
126.4
|
Rangi
|
125.4
|
Median
|
127
|
Rangi
|
126
|
Mode
|
-
|
-
| |
Range
|
22
|
Rangi
|
18
|
C
|
John
|
Winner
|
Rangi
|
Mean
|
45.8
|
Rangi
|
43.8
|
Median
|
44
|
Rangi
|
43
|
Mode
|
-
|
-
| |
Range
|
14
|
Tie
|
14
|
In Data A, it shows that Rangi beaten John’s average by 1.8 seconds and John loss the median score by 2 seconds. There was no mode for data A. The range between Rangi and John is 2 seconds
__________________________________________________________________________
Data B shows that Rangi beaten John’s average once again by 1 second. Rangi won the median score by 1 second. There was no mode for Data B according to the data. The range between John and Rangi is 4.
__________________________________________________________________________
In Data C, it shows us that Rangi destroyed John’s average by 2 seconds, John loss the median score by 1 second. No mode for Data C once again. John and Rangi had the same range.
__________________________________________________________________________
Therefore Rangi is better than John.
John didn’t win anything at all. But did had a tie at the end.
__________________________________________________________________________
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