The Soccer Problem


  • Aug 19 2010 7:28 PM

    David Melton

    This resource was matched by a member of the Brokers of Expertise Standards Matching Team.

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A soccer player is on a breakaway, dribbling the ball downfield, parallel to a sideline. From where should she shoot to have the best chance of making a goal? That is, at what point will the angle formed by the player and the two goal posts be the greatest? The applet below allows you to investigate this problem by changing the location of the player as well as the distance between the player and the goal posts. As you move the player, the angle changes. Where should the player be placed so that the angle is maximized? Less

Learning Registry Activity


    Topics and Grades

    Grade: 9 to 12

    Topics: Mathematics