The following table shows the number of candidates at different score intervals for an entrance examination in which 10000 candidates appeared.

Subject	No. of candidates at Different Score Intervals
	0-40	41-80	81-120	121-160	161-200
GK	2219	2025	3652	1248	856
LR	1022	2237	2954	4569	218
English	1120	1689	3562	2412	1217
Computer	645	2759	3841	2564	191

A candidate should score more than the cut-off marks for English to be evaluated for LR. If the cut-off marks for English is 40%, then how many answer sheets will be evaluated for LR?

Correct option is B

Given:

Total candidates = 10,000

The cut-off marks for English are 40%, which corresponds to 80 marks (since the score range for each subject is 0 – 200).

We need to find the number of candidates who scored more than 80 marks in English.

The candidates who scored above the cut-off will be evaluated for LR.

Solution:

Candidates who scored more than 80 marks in English are those in the 81 - 120, 121 - 160, and 161 - 200 score intervals.

Total candidates evaluated for LR = Candidates in the score intervals 81 − 120 , 121 − 160 , 161 − 200

Number of candidates in the 81 - 120 interval = 3562

Number of candidates in the 121 - 160 interval = 2412

Number of candidates in the 161 - 200 interval = 1217

Total candidates evaluated for LR = 3562 + 2412 + 1217 = 7191

7191 answer sheets will be evaluated for LR.