The Situation Chuck E. Cheese's (and many other arcades) have a game called Skee Ball where...
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The Situation Chuck E. Cheese's (and many other arcades) have a game called Skee Ball where you roll a ball up a ramp and into a hole to earn points. You earn more points when the ball goes into smaller holes. The more points you earn, the more tickets you get to buy prizes with. As a bonus, if you earn at least 450 points, you win their grand prize which gives you as many as thousands of tickets (Use the above picture for your analysis and scoring) The Challenge(s) . What is the most likely way you can you get 450 points, (using 9 rolling balls), playing Skee Ball and win the grand prize? Things you must have in your final write up: - Percentages describing the chances of your scores - Detailed report as to exactly what you will do to get the high score Create a system of equations using total number of balls and point system. (Solve the system) The Situation Chuck E. Cheese's (and many other arcades) have a game called Skee Ball where you roll a ball up a ramp and into a hole to earn points. You earn more points when the ball goes into smaller holes. The more points you earn, the more tickets you get to buy prizes with. As a bonus, if you earn at least 450 points, you win their grand prize which gives you as many as thousands of tickets (Use the above picture for your analysis and scoring) The Challenge(s) . What is the most likely way you can you get 450 points, (using 9 rolling balls), playing Skee Ball and win the grand prize? Things you must have in your final write up: - Percentages describing the chances of your scores - Detailed report as to exactly what you will do to get the high score Create a system of equations using total number of balls and point system. (Solve the system)
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To win the grand prize in Skee Ball you need to earn at least 450 points We can approach this challenge by breaking it down into smaller goals to achi... View the full answer
Related Book For
Microeconomics An Intuitive Approach with Calculus
ISBN: 978-0538453257
1st edition
Authors: Thomas Nechyba
Posted Date:
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