1. The problem states that a player scores one goal in every match, including the final, in a FIFA World Cup tournament. 2. The tournament structure is: 3 group matches followed by knockout rounds starting from the round of 16. 3. To find the total number of matches played by a team reaching the final, count all matches from group stage to final: - Group stage matches: 3 - Knockout stage matches: Round of 16, Quarterfinal, Semifinal, Final = 4 matches 4. Total matches played = $3 + 4 = 7$ 5. Since the player scores one goal in every match, total goals scored = number of matches = $7$ 6. Therefore, the player scores 7 goals in total. **Final answer: 7 goals** (Option Ⓒ)