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Three companies L, M, and N participated in campus recruitment in college Z. All three companies selected an equal number of candidates. Out of the total candidates selected, 60 were selected by both L and M. The number of candidates selected by both M and N was 68 less than twice the number of candidates selected by both L and M. There were 28 candidates who got selected by each L, M and N companies. This number was 50% less than the number of candidates selected by both L and N. The total number of candidates selected by both L and N was 92% less than a total number of candidates selected. The total number of students that got placed in exactly one company was what percent more than the ones that got placed in exactly two companies?
To pass a test, a candidate needs to answer at least 2 out of 3 questions correctly. A total of 6,30,000 candidates appeared for the test. Question A was correctly answered by 3,30,000 candidates. Question B was answered correctly by 2,50,000 candidates. Question C was answered correctly by 2,60,000 candidates. Both questions A and B were answered correctly by 1,00,000 candidates. Both questions B and C were answered correctly by 90,000 candidates. Both questions A and C were answered correctly by 80,000 candidates. If the number of students answering all questions correctly is the same as the number answering none, how many candidates failed to clear the test?
A prestigious company had called for candidates to be interviewed. Their data has been presented by the given Venn diagram. The circle represents MBA candidates from a reputed institution, the triangle represents candidates with an experience of more than 10 years, the rectangle represents industrious candidates and the square represents candidates aged between 40 and 50 years. The numbers given in the diagram represent the number of persons of that particular category. The company has called for the final interview, only those candidates who meet all the above criteria. How many people have been called for the final interview?
The given pie charts represent the distribution of candidates who enrolled for a bank clerical examination and the candidates (out of those enrolled) who passed the examination, from five different institutes P, Q, R, S and T. Study the pie charts and answer the question that follows. i. Total number of candidates who enrolled for the examination from five institutes = 5500 ii. Total number of candidates who passed the examination from five institutes = 3300 The average number of candidates passed from institutes P and Q together is what percentage of the total number of candidates enrolled from institutes P and Q together?
Study the given pie chart and answer the question that follow. The pie charts represents the distribution of candidates who were enrolled for Bank Clerical Examination Fig(i) and the candidates (out of those enrolled) who passed the examination Fig(ii) in five different institutions P, Q, R, S and T. (I) total number of candidates enrolled in five different institutes = 5500 (II) Total number of candidates who passed the examination from five institutes = 3300   The percentage of the candidates who passed to the number of candidates enrolled for institutes P and T together is:
Study the following table carefully and answer the question given below it: Number of candidates appearing for an interview for a post in various Banks and percentage of candidates qualifying. Bank Candidates Appearing % of Candidates Qualifying H 1500 14 I 2200 26 J 3000 17 K 980 20 L 1200 28 M 2500 21 What was the difference between the number of candidates who qualified in banks I and J together and the number of candidates who did not qualify in the same banks?
The Table shows that the number of candidates appearing for an interview for a post in six Banks (H, I, J, K, L, M) and the percentage of qualifying candidates. Banks Candidates Appearing % of Candidates Qualifying H 1500 14 I 2200 26 J 3000 17 K 980 20 L 1200 28 M 2500 21   What was the respective ratio of the number of candidates who qualified in bank H to the number of candidates who qualified in bank L?
Study the given pie-chart and answer the question that follows. The pie-chart represents the percentage distribution of candidates qualified in a bank examination from six different districts of a State in 2016. The total number of qualified candidates from the State is 68000. Out of the total selected candidates from Districts B and D, rural candidates are 60% and 40%, respectively. The number of selected urban candidates from B is what percent (up to one decimal place) more/less than the number of selected urban candidates from D?
The given pie charts represent the distribution of candidates who enrolled for a bank clerical examination and the candidates (out of those enrolled) who passed the examination, from five different institutes P, Q. R, S and T. Study the pie charts and answer the question that follows. (i) Total number of candidates who enrolled for the examination from five institutes = 5500 (ii) Total number of candidates who passed the examination from five institutes = 3300 Which institute(s) has/have the highest percentage of candidates passed to the candidates enrolled?
Study the given pie charts and answer the question that follows. The pie charts represent the distribution of candidates who were enrolled for Bank Clerical Examination Fig (i) and the candidates (out of those enrolled) who passed the examination Fig (ii) in five different institutes P, Q, R. S and T. (I) Total number of candidates enrolled in five different institutes = 5500 (II) Total number of candidates who passed the examination from five institutes = 3300 The ratio of the candidates who passed to the candidates enrolled from institute S is: