Answer:
0
Explanation:
The table for the statistics has been attached to this response.
From the table;
The total number of days absent is given by;
0 + 1 + 2 + 3 + 4 + 5 = 15
Note that;
Frequency of each of the numbers of days absent = probability x total number of days absent.
(i) When the number of days absent = 0
Frequency = 0.60 x 15 = 9
(ii) When the number of days absent = 1
Frequency = 0.20 x 15 = 3
(iii) When the number of days absent = 2
Frequency = 0.12 x 15 = 1.8
(iv) When the number of days absent = 3
Frequency = 0.04 x 15 = 0.6
(v) When the number of days absent = 4
Frequency = 0.04 x 15 = 0.6
(vi) When the number of days absent = 5
Frequency = 0.00 x 15 = 0
Now to calculate the mode, remember that the mode of a distribution is that data that has the highest number of frequency.
From the calculations above, it is evident that the mode of the number of days absent is 0 since it has the highest frequency which is 9.