1.

Find the mean from the following frequency distribution of marks at a test in statistics: Marks (x):5101520253035404550 No. of students (f):15508076724539986

Answer»

Let the assumed mean (A) = 25

 Marks (xi) No. of students (fi) ui = xi - A = xi - 25 fiui
515-20-300
1050-15-750
1580-10-800
2076-5-380
257200
35455225
403910390
45915135
45820160
50625150
 N = 400\(\sum\)fiui = -1170

Mean = A + \(\frac{\sum f_iu_i}{N}\)

\(=25+\frac{-1170}{400}=\frac{1000-1170}{400}\)

\(=22.075\) 



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