The nineteen members of an Examination Board are trying to decide which of four stu- dents, A, B, C and D, should be awarded the prize for the best overall performance. The following table gives the resulting preference lists, L, together with the number of members of the Examination Board, N, choosing the corresponding list. L N ADCB 3 BADC 4 BCAD 2
The nineteen members of an Examination Board are trying to decide which of four stu- dents, A, B, C and D, should be awarded the prize for the best overall performance. The following table gives the resulting preference lists, L, together with the number of members of the Examination Board, N, choosing the corresponding list. L N ADCB 3 BADC 4 BCAD 2
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
Expert Solution
Step 1
Make a table of preference as follows
First | Second | Third | Fourth | Number of votes |
A | D | C | B | 3 |
B | A | D | C | 4 |
B | C | A | D | 2 |
C | A | D | B | 5 |
D | A | C | B | 2 |
D | C | A | B | 1 |
D | C | B | A | 2 |
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