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Question
Draw a fixture of eight teams using Tabular method.
Solution
Fixtures for 8 teams as per Tabular Method.
Team: A, B, C, D, E, F, G & H
Number of Columns: n + 1
= 8 + 1
= 9
Number of rounds: n – 1
= 8 – 1
= 7
Number of matches: `(n(n -1))/2`
= `(8(8 - 1))/2`
= `(8 xx 7)/2`
= `56/2`
= 28 matches
| ROUND 1 | ROUND 2 | ROUND 3 | ROUND 4 | ||||
| 1st match | A vs B | 1st match | A vs C | 1st match | A vs D | 1st match | A vs E |
| 2nd match | C vs G | 2nd match | B vs H | 2nd match | B vs C | 2nd match | B vs D |
| 3rd match | D vs F | 3rd match | D vs G | 3rd match | E vs G | 3rd match | C vs H |
| 4th match | E vs H | 4th match | E vs F | 4th match | F vs H | 4th match | F vs G |
| ROUND 5 | ROUND 6 | ROUND 7 | |||
| 1st match | A vs F | 1st match | A vs G | 1st match | A vs H |
| 2nd match | B vs E | 2nd match | B vs F | 2nd match | B vs G |
| 3rd match | C vs D | 3rd match | C vs E | 3rd match | C vs F |
| 4th match | G vs H | 4th match | D vs H | 4th match | D vs E |
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