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"Probability of Equally Possible Events" Probability Preliminary PPT Courseware (Lesson 2)
Part One: Learning Objectives
Have a preliminary understanding of the fairness of the game and be able to design a ball-touching game that meets the requirements of different problems. (Key points)
Further master the calculation methods and applications of probability. (Difficulty)
Probability of equally possible events PPT, part 2: cooperative exploration
Explore the fairness of the game
Two students in class, A and B, play games together. A ball is randomly drawn from a box containing 2 red balls and 3 white balls (each ball is the same except for the color). If the red ball is drawn, Xiao Ming wins, and if the white ball is drawn, Xiao Fan wins. This game is fair to both parties. ?
In conclusion
In a two-player game, how do you understand that the game is fair to both parties?
Answer: When both sides have the same probability of winning, the game is fair to both sides.
Probability of other possible events PPT, the third part: on-site training
A single-choice question has four alternative answers: A, B, C, and D. When you don't know how to do it, choose an answer randomly from them. The probability of you getting it right is ____.
Probability of other possible events PPT, Part 4 content: Class summary
Talk about what knowledge you learned in this class?
1. Calculate the probability of common events.
2. The principle of game fairness.
3. Design qualified games according to the requirements of the topic.
Probability PPT of other possible events, Part 5: In-person detection
Regulation:
In a deck of playing cards with the big and small kings removed, the cards are
The order from smallest to largest is:
2, 3, 4, 5, 6, 7, 8, 9, 10, J, Q, K, A,
And the size of the cards has nothing to do with the suit.
Xiao Ming and Xiao Ying play a card drawing game. They randomly draw a card from the deck of playing cards with the big and small kings removed (without putting them back). Whoever draws the higher card wins.
Now the card that Xiao Ming has drawn is 4, and then Xiao Ying draws the card, P (Xiao Ming wins) = ________.
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For more information about the PPT courseware "Probability Preliminary PPT and Other Possible Events" PPT courseware, please click on the Probability PPT tab of Preliminary Probability PPT and Other Possible Events.
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"Probability of Equally Possible Events" Probability Preliminary PPT Courseware (Lesson 1):
"The Probability of Equally Possible Events" Probability Preliminary PPT Courseware (Lesson 1) Part One: Learning Objectives: Through the ball-touching game, understand the method of calculating the probability of equally possible events, and understand the meaning of probability. (Key Points) Flexible application of probability calculations Methods to solve various...
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