Mathematics · Data Interpretation
Three students — A, B, and C — scored different marks in three subjects: Mathematics, Physics, and Chemistry. The maximum marks in each subject are 100. A and B's marks in Mathematics are in the ratio 16:17. A's Chemistry score is 25 marks lower than his Physics score. Student D scored 10% more marks than B in Chemistry. B's marks in Mathematics are 25% higher than C's marks in Physics. C scored 33.33% more marks in Chemistry than B did in the same subject. C scored five marks less in Mathematics than in Chemistry. In Mathematics, D scored 77% marks. D's marks in Physics are 20% more than C's marks in Mathematics. A's scores in Mathematics and Physics are in the ratio 16:15. B's scores in Physics and Chemistry are in the ratio 7:6. The total marks in Chemistry for all students combined is 256. The total marks in Physics for all students combined is 303. B's marks in Physics and D's marks in Mathematics are in the ratio 10:11. Quantity I: Total marks of A and B together Quantity II: Total marks of C and D together
Verified Solution4 OptionsUpdated: October 2026👁️1 View
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- 1Quantity II > Quantity I✓
- 2Quantity I = Quantity II or Relation cannot be established
- 3Quantity I > Quantity II
- 4Quantity I ≥ Quantity II
Correct answer
Quantity II > Quantity I
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