Given:
Asad : Sania = 2 : 3
Sania : Fahad = 4 : 3
To find the continued ratio, we need to make Sania's ratio equivalent in both. Let's adjust the ratios:
Asad : Sania = 2 : 3 = 8 : 12 (multiplied both parts by 4)
Sania : Fahad = 4 : 3 = 12 : 9 (multiplied both parts by 3)
Now, combining them:
Asad : Sania : Fahad = 8 : 12 : 9
3/4 of the police employees are not graduates.
This means:
1/4 of the police employees are graduates.
To find the ratio of graduates to non-graduate employees:
Graduates : Non-graduates = 1/4 : 3/4
Simplify the ratio:
Graduates : Non-graduates = 1 : 3
Initial ratio: Boys:Girls = 8:5
After 22 more girls join:
Boys = 8x, Girls = 5x + 22 (where x is a constant)
Total students = 286 + 22 = 308
8x + 5x + 22 = 308
13x = 286
x = 22
Boys = 8x = 176
Girls = 5x + 22 = 132
New ratio = Boys:Girls = 176:132 = 4:3 (after simplification)
The third class in the frequency distribution corresponds to the class limits 15-19, and its frequency is given as 50.
Therefore, the frequency of the third class is 50.
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