Students A B $S_1$ 12 28 $S_2$ 10 29 $S_3$ 16 27 $S_4$ 05 29
The only student/s to have passed is/are
To determine which student(s) passed, we need to evaluate their performance against the set criteria.
The passing requirements are: total marks $\ge$ 40 AND marks in B $\ge$ 28.
| Student | Marks in A (out of 30) | Marks in B (out of 70) | Total Marks (out of 100) | Pass Criteria Met? (Total $\ge$ 40 AND B $\ge$ 28) |
| $S_1$ | 12 | 28 | $12 + 28 = 40$ | Yes (40 $\ge$ 40 AND 28 $\ge$ 28) |
| $S_2$ | 10 | 29 | $10 + 29 = 39$ | No (Total 39 < 40) |
| $S_3$ | 16 | 27 | $16 + 27 = 43$ | No (B 27 < 28) |
| $S_4$ | 0 | 29 | $0 + 29 = 29$ | No (Total 29 < 40) |
Based on the evaluation:
Therefore, only student $S_1$ has passed the course.
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