6. 10 students (one is the team leader, 9 are team members) formed a team to participate in a math competition and won the first place. The organizing committee decided to award each team member 200 yuan, and the team leader received 90 yuan more than the average prize of the entire team of 10 members. Therefore, the team leader's prize is $\qquad$ yuan.
【Answer】300
【Analysis】Key point: The team leader's score is 90 points higher than the team's average score. These 90 points are equivalent to being evenly distributed among the other 9 team members, balancing the scores, with each person gaining 10 points to reach the overall average score. Therefore, $90 \div 9 + 200 = 210$ is the class average score, and the team leader's score is $210 + 90 = 300$ points.