VEX IQ Robot Soccor

What size Field is Robot Soccer played on?

• 4’ x 6’

• 2’ x 6’

• 1’ x 3’

• 3’ x 6’

Which of the following correctly describes the Robot Soccer Field Setup:

• Robot Soccer is played on a Field with no walls.

• Robot Soccer is played on a 4’ x 6’ Field with walls. Three walls are removed from each short side of the Field to create an opening to represent the red and blue team goals

• Robot Soccer is played on a 6’ x 8’ Field with walls on the long sides only.

• Robot Soccer is played on a 4’ x 6’ Field with walls. Walls are removed randomly to create openings to represent goals.

How many robots play in a match of Robot Soccer?

• 2 robots vs. 2 robots

• 1 robot in a timed trial

• 1 robot vs. 1 robot

• 4 robots vs. 4 robots

Which of the following best describes the goal of the Robot Soccer competition?

• To push the opposing team’s robots off the field through the goals.

• To score the most points in 60 seconds of play by moving the cube completely through the opposing team’s goal.

• To move the cube over the walls of the Field as many times as possible.

• To score the most points in 60 seconds of play by moving the cube partially through the opposing team’s goal.

How is a goal scored in Robot Soccer?

• By disabling the other team’s robots

• By placing the cube partially through the opposing team’s goal.

• By moving the cube to the center of the Field as many times as possible in 90 seconds.

• By placing the entire cube through the opposing team’s goal, with no part of the cube remaining in contact with the Field.

What happens when a team scores a goal in Robot Soccer?

• The game is over.

• The timer stops and the Field is reset.

• The timer continues to run.

• The robots switch sides of the Field.

Which of the following is a violation of the Robot Restrictions?

• Making an attachment for the robot that fits completely inside for the starting square

• Making an attachment with parts from the IQ Kit

• Creating a modification to a robot that extends past the lines of the starting square