Difference between revisions of "Even and Odd Probability Activity2"
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# What is the probability of winning? (Theoretical) | # What is the probability of winning? (Theoretical) | ||
# Play the game 20 or 30 times to find the experimental probability. Check your answers with that of question 2, above. | # Play the game 20 or 30 times to find the experimental probability. Check your answers with that of question 2, above. | ||
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+ | [[Category:Probability]] |
Latest revision as of 11:56, 30 January 2020
Objectives
Play a game and determine the probability of winning both theoretically and experimentally
Estimated Time
Prerequisites/Instructions, prior preparations, if any
Materials/ Resources needed
Board to draw the game, paper pencil
Process (How to do the activity)
This is a simple game, where you throw a dice which controls the position of your counter on a 3 × 3 board.
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START |
Rules of the game
- Place your counter at the START square. Throw a dice.
- If you get an EVEN number, you move your counter one square upwards.
- If you get an ODD number, you move your counter one square left.
- If your counter moves off any side of the board, you lose!
- If your counter reaches the FINISH square, you have won.
- Play the game a few times and see if you win.
Evaluation at the end of the activity
- How many 'odds' and how many 'evens' do you need to get to win?
- What is the probability of winning? (Theoretical)
- Play the game 20 or 30 times to find the experimental probability. Check your answers with that of question 2, above.