| (A) | Candidates appeared | 10500 |
| (B) | Passed in all the five subjects | 5685 |
| (C) | Passed in three subjects only | 1498 |
| (D) | Passed in two subjects only | 1250 |
| (E) | Passed in one subjects only | 835 |
| (F) | Failed in English only | 78 |
| (G) | Failed in Maths only | 275 |
| (H) | Failed in Physics only | 149 |
| (I) | Failed in Chemistry only | 147 |
| (J) | Failed in Biology only | 221 |
A) 4815
B) 3317
C) 2867
D) 362
Correct Answer: D
Solution :
Clearly, candidates failed in all the subjects = (Candidates appeared) \[-\] (Candidates passed in 1, 2, 3 or 5 subjects + Candidates failed in 1 subject only) \[=10500-(5685+1498+1250)\] \[+\,835+78+275+149+147+221)\] \[=10500-10138=362\]
You need to login to perform this action.
You will be redirected in
3 sec
