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There are 24 biys and 16 girls in a class. For a class test the average marks of boys is 25 and that of girls is 24. The average marks of total students in that class is |
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Answer» Answer: The average marks of total students in class is 24.6 .Step-by-step explanation: We are GIVEN that there are 24 BOYS and 16 girls in a class. For a class test the average marks of boys is 25 and that of girls is 24. Average or mean formula is = SUM of all values ÷ Total number of observation Average marks of boys = 25 i.e.; 25 = Total sum of marks of all boys ÷ Total number of boys 25 = Total sum of marks of all boys ÷ 24 So, Total sum of marks of all boys = 25 * 24 = 600 Similarly, Average marks of girls = 24 i.e.; 24 = Total sum of marks of all girls ÷ Total number of girls 24 = Total sum of marks of all girls ÷ 16 So, Total sum of marks of all girls = 16 * 24 = 384 Now, Average marks of total students = Total sum of marks of boys and girls ÷ Total number of students in class = (600 + 384) ÷ (24 + 16) = 984 ÷ 40 = 24.6 THEREFORE, average marks of total students in that class is 24.6 .
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