1999
District 20-5A Runner-Up
Area Qualifier
19-13-1
| OPPONENT | US | THEM | W-L | RECORD | FORMAT | |
| Cy Creek | 6 | 0 | W | 1-0 | Non District | |
| Cy Fair | 2 | 9 | L | 1-1 | Non District | |
| Houston Lee | 13 | 2 | W | 2-1 | Non District | |
| Cy Creek | 7 | 13 | L | 2-2 | Non District | |
| Madison | 12 | 2 | W | 3-2 | Non District | |
| MacArthur | 7 | 7 | T | 3-2-1 | Non District | |
| Clements | 11 | 1 | W | 4-2-1 | Non District | |
| Brazoswood | 6 | 10 | L | 4-3-1 | Non District | |
| Bellaire | 1 | 10 | L | 4-4-1 | Non District | |
| Austin | 4 | 8 | L | 4-5-1 | Non District | |
| PNG | 8 | 3 | W | 5-5-1 | Non District | |
| Clear Creek | 2 | 10 | L | 5-6-1 | Non District | |
| Willowridge | 6 | 1 | W | 6-5-1 | District | |
| Elsik | 8 | 3 | W | 7-5-1 | Non District | |
| Dulles | 8 | 9 | L | 7-7-1 | District | |
| Kempner | 14 | 5 | W | 8-6-1 | District | |
| Clements | 0 | 1 | L | 8-8-1 | District | |
| Austin | 13 | 7 | W | 9-8-1 | District | |
| Willowridge | 15 | 4 | W | 11-8-1 | District | |
| Dulles | 3 | 5 | L | 10-9-1 | District | |
| Kempner | 8 | 3 | W | 11-9-1 | District | |
| Clements | 3 | 4 | L | 11-10-1 | District | |
| Austin | 7 | 2 | W | 12-10-1 | District | |
| Willowridge | 18 | 1 | W | 13-10-1 | District | |
| Dulles | 16 | 3 | W | 14-10-1 | District | |
| Kempner | 6 | 1 | W | 15-10-1 | District | |
| Clements | 6 | 1 | W | 16-10-1 | District | |
| Dulles | 14 | 1 | W | 17-10-1 | District Playoff | |
| Mayde Creek | 5 | 1 | W | 18-10-1 | Bi District | |
| Mayde Creek | 2 | 3 | L | 18-11-1 | Bi District | |
| Mayde Creek | 18 | 4 | W | 19-11-1 | Bi District | |
| Bellaire | 2 | 8 | L | 19-12-1 | Area | |
| Bellaire | 0 | 15 | L | 19-13-1 | Area | |
| Total | 251 | 157 | ||||
| Average | 7.6 | 4.8 | ||||
| Shutouts For | 1 | |||||
| Shutouts Against | 2 | |||||
| DISTRICT STANDINGS | ||||||
| W | L | |||||
| Clements | 12 | 3 | PLAYOFF GAME | |||
| Elkins | 10 | 5 | Elkins 14 | |||
| Dulles | 10 | 5 | Dulles 1 | |||
| Austin | 10 | 5 | lost both playoff games | |||
| Kempner | 3 | 12 | ||||
| Willowridge | 1 | 12 | ||||