The following table shows the percentage of marks obtained by 7 students in different subjects. Study the table data and answer the question 1 to 5 based on this data. (Here M.M = maximum marks in a subject)Percentage of marks obtained by students Subject → English
(Μ.Μ=150)Economics
(Μ.Μ=130)Sociology
(Μ.Μ=120)Philosphy
(M.M=100)Psychology
(Μ.Μ=60)IT
(Μ.Μ=40)↓ Student A 80 50 80 60 70 80 B 90 80 70 40 80 70 C 80 60 70 70 80 70 D 70 65 80 80 60 60 E 70 65 80 75 50 80 F 60 75 60 80 40 60 G 60 35 50 70 70 70
The question asks for the average marks obtained by the 7 students (A to G) in Sociology and IT.
First, calculate the actual marks obtained by each student in Sociology. The maximum marks (M.M.) for Sociology is 120.
The formula to calculate actual marks is:
$Actual Marks = (Percentage / 100) * Maximum Marks$
Student marks in Sociology:
Total marks obtained in Sociology by all students:
Total = $96 + 84 + 84 + 96 + 96 + 72 + 60 = 588$ marks.
Average marks in Sociology:
Average = $\frac{\text{Total Marks}}{\text{Number of Students}} = \frac{588}{7} = 84$ marks.
Next, calculate the actual marks obtained by each student in IT. The maximum marks (M.M.) for IT is 40.
Student marks in IT:
Total marks obtained in IT by all students:
Total = $32 + 28 + 24 + 24 + 32 + 24 + 28 = 192$ marks.
Average marks in IT:
Average = $\frac{\text{Total Marks}}{\text{Number of Students}} = \frac{192}{7} \approx 27.43$ marks.
Based on the options provided, the average IT marks are considered to be 28.
The average marks obtained by all students in Sociology is 84, and in IT is 28.
Consider the following data:

What is the value of x in the above table?
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