Question : Directions: The marks obtained by 273 examinees are shown by the frequency polygon. Given that the mean mark is 59.5. Study the frequency polygon and answer the given questions.
The percentage of the students who got marks above 60% and below 80% is:
Option 1: 43.95
Option 2: 48.39
Option 3: 16.11
Option 4: 56.84
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Correct Answer: 43.95
Solution : As per the given graph, The number of students who got marks above 60% and below 80% = 72 + 48 = 120 The total number of students = 2 + 4 + 12 + 26 + 35 + 42 + 72 + 48 + 24 + 8 = 273 $\therefore$ The required percentage $=\frac{\text{The number of students who got marks above 60% and below 80%}}{\operatorname{The total number of students}} × 100 = \frac{120}{273} × 100 = 43.95\%$ Hence, the correct answer is 43.95.
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If 40 is the passing mark, the percentage of students who failed is:
Option 1: 14.56
Option 2: 15.84
Option 4: 17.25
The percentage of the students who get above 80% marks is:
Option 1: 9.81
Option 2: 10.53
Option 3: 11.28
Option 4: 11.72
Question : Directions: The marks obtained by 273 examinees are shown by the frequency polygon. Given that the mean mark is 59.5. Study the frequency polygon and answer the given questions. The number of examinees getting more than average marks is:
Option 1: 72
Option 2: 105
Option 3: 152
Option 4: 164
Question : The line chart given below shows the marks obtained by two students P and Q in 6 subjects.
Which of the following statements is correct? I. The average of marks obtained by P in S1 and S2 is 70. II. The ratio of marks obtained by Q in S3 to the marks obtained in S4 is $13: 7$.
Option 1: Only II
Option 2: Both I and II
Option 3: Only I
Option 4: Neither I nor II
Question : The bar graph given below shows the marks obtained by two students X and Y in 6 subjects. What is the ratio of total marks obtained by X in all the subjects to the total marks obtained by Y in all the subjects?
Option 1: 50 : 49
Option 2: 51 : 41
Option 3: 49 : 50
Option 4: 41 : 51
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