Answer:B Explanation:The percentage of candidates passed to candidates enrolled can be determined for each institute as under: (i) P = [ ( 18% of 5700 ) x 100 ] % = [ 18 x 5700 x 100 ] % = 54.55%. 22% of 8550 22 x 8550 (ii) Q = [ ( 17% of 5700 ) x 100 ] % = 75.56%. 15% of 8550 (iii) R = [ ( 13% of 5700 ) x 100 ] % = 86.67%. 10% of 8550 (iv) S = [ ( 16% of 5700 ) x 100 ] % = 62.75%. 17% of 8550 (v) T = [ ( 9% of 5700 ) x 100 ] % = 75%. 8% of 8550 (vi) V = [ ( 15% of 5700 ) x 100 ] % = 83.33%. 12% of 8550 (vii) X = [ ( 12% of 5700 ) x 100 ] % = 50%. 16% of 8550 Highest of these is 86.67% corresponding to institute R.
Answer:B Explanation:Candidates passed from institutes Q and R together = [(13% + 17%) of 5700] = 30% of 57000. Candidates enrolled from institutes Q and R together = [(15% + 10%) of 8550] = 25% of 8550. Therefore Required Percentage = ( 30% of 5700 x 100 ) % 25% of 8550 = ( 30 x 5700 x 100 ) % 25 x 8550 = 80%.