This document outlines the rules for a probability game with three rounds. It will be played in groups, which will be determined by each person naming someone they do not want in their group. The person with the most votes can then select their group members. The first round involves rapid-fire probability questions for each group to answer within 10 seconds per question. The second round includes two longer subjective probability questions for each group with 5 minutes to answer each. The third round allows each group to select a probability question from a set, scoring 3 points for a correct answer. They can exchange their question for another at the cost of 1 point. Collaboration between groups is permitted in the second round for additional bonus points.

1. Play with Probability
Let’s Get Started…

2. Rules
• There will be Mainly Three Rounds
• Rules for each will be given before that round
• All the rounds have group tasks
• All the rounds have time bounding tasks and all have to finish it in
that time only.( excuse will be given for some tasks)
• Rules for deciding team will be given in next slide.

3. Groups
All have to follow this rules to decide the groups…
• Each person has to tell a name of that person whom he/she don’t want in his/her
group.
• Accordingly the groups will be decided.
• But…its not going to be so simple, be ready for a twist.
• So think twice before taking someone's name….. That person might get a advantage.

4. And here is
the twist…
• The person who gets the
highest votes has the
advantage of selecting his
group members.
• Rest two groups will be decided
by chits.
Sorry Guys…….
APRIL FOOL

5. Round 1

6. Rapid Fire Round
Rules:
• As the name suggests this round will be a rapid fire round.
• But, there is a twist….
• Each team has to answer 6 questions.
• Twist is each member has to answer 2 questions, other group
members cannot help him for that question.
• The time given to answer this question will be 10secs.
• Each question is of ½ mark, so this round can fetch your team
maximum of 3 marks.

7. Team 1
Questions:
1
2
3
4
5
6
Team 2

8. Question 1
BACK
What is the probability that the selected number is 3 ?
A. 1/10
B. 3/10
C. 1/3

9. Question 2
BACK
Simultaneously three coins are flipped by—Rucha , Likita , and Priya—
and all three land as heads. Each of the three coins being flipped in the
preceding example is what is known as __________ event.

10. Question 3
BACK
What is the probability that the number is 4 or 7?
A. 1/10
B. 1/5
C. 2/5

11. Question 4
BACK
Something that has an even chance of happening has a probability of _______ %

12. BACK
Question 5
What is the probability that a randomly selected senior student is a female?
A. ½
B. 9/17
C. 9/16

13. Question 6
BACK
Are the events “female” and “senior” mutually exclusive?

14. Team 2
Questions:
1
2
3
4
5
6
Team 3

15. Question 1
BACK
A bag contains 4 white buttons. How many black buttons must be added
so there is an even chance of picking a white button?

16. Question 2
BACK
A simple task is given to Nilkanth as follows:
draw an ace from the deck of cards and then again was asked to draw ace from the same
deck of cards without replacing previous card
Such a task can be called as __________ event.

17. Question 3
BACK
What is the probability that the number is odd?

18. Question 4
BACK
What is the probability that the number is not 8?
A. 1/10
B. 9/10
C. 1/2

19. Question 5
BACK
What is the probability that a randomly selected student is a female?
A. ½
B. 7/13
C. 8/15

20. Question 6
BACK
Are the events “female” and “senior” independent?

21. Team 3
Questions:
1
2
3
4
5
6
Round 2

22. Question 1
Back
What is the probability that the number is greater than 6?
A. 1/10
B. 3/10
C. 2/5

23. Question 2
Back
What is the probability that the number is less than or equal to 3?
A. 1/10
B. 3/10
C. 2/5

24. Question 3
Back
A bag contains just 5 buttons, all of which are blue. What is the probability of
picking a red button from the bag?

25. Question 4
Back
What is the probability that a randomly selected student is a senior?
A. ½
B. 9/16
C. 17/30

26. Question 5
Back
What is the probability that a randomly selected female student is a senior?
A. ½
B. 9/16
C. 9/17

27. Question 6
Back
If an event has an equal chance of happening it has a probability is 2.
A. True
B. False

28. Round 2

29. Subjective Round
• there will be 2 questions per team.
• Time given to solve each question is 5 mins.
• Each question is of 2 marks.
• Answering both the questions will fetch your team 4 marks.

30. Do you want to score more??
• Here is the twist, you can take help from any one group of your
choice as long as that group is ready to help.
• By helping other groups you can get 1 bonus mark for your group.
• No extra time will be given for groups for helping other groups, they
will have to manage in the same time slot.
• Helping others is your choice.

31. Round 3

32. Try your luck
Rules:
• There will be 1 question per team.
• The question will be selected by the team from the lot of questions.
• So, Believe in your luck
• Right answer will fetch your team 3 marks.
• But the twist is…
• You can change your question with deduction of 1 mark.