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The total marks in an examination is 600. A student gets 32% of the total marks and fails by 24 marks. Find the passing marks and passing percentage.?
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The total marks in an examination is 600. A student gets 32% of the to...
Total Marks: 600

Marks Obtained: 32% of 600 = 0.32 * 600 = 192

Failing Marks: 24

Passing Marks: Total Marks - Failing Marks = 600 - 24 = 576

Passing Percentage: (Passing Marks / Total Marks) * 100

Calculation:
Passing Percentage = (576 / 600) * 100 = 96%

Explanation:
To find the passing marks and passing percentage, we need to consider the total marks in the examination, the marks obtained by the student, and the failing marks.

The total marks in the examination are given as 600.

The marks obtained by the student are calculated by multiplying the percentage obtained (32%) with the total marks. Therefore, the marks obtained are 0.32 * 600 = 192.

The failing marks are given as 24.

To find the passing marks, we subtract the failing marks from the total marks. Therefore, the passing marks are 600 - 24 = 576.

To find the passing percentage, we divide the passing marks by the total marks and then multiply by 100. Therefore, the passing percentage is (576 / 600) * 100 = 96%.

Therefore, the passing marks are 576 and the passing percentage is 96%.
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The total marks in an examination is 600. A student gets 32% of the total marks and fails by 24 marks. Find the passing marks and passing percentage.?
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