A Cricket Team needs to score 7 runs in last 2 balls to win the match.What is the probability that the team wins the match? Assume that: -There were no wide balls or no balls bowled in these 2 balls. -No wicket has fallen in these 2 balls. -No overthrows or extra runs were scored in these 2 balls. - In case if run(s) are scored on any of these 2 balls it can only be one of these values: 1,2,3,4 & 6 This also implies that it's quite possible that zero runs are scored on a particular ball
There are 7 possible scores on each ball so there are 49 total final outcomes out of which 21 are outcomes where the team wins ie., (1,6), (2,5), (2,6), (3,4), (3,5), (3,6)...... etc., Therefore the probability that the team wins is 21/49.
With Dhoni and Yuvraj at the crease Cricket Team of India needs to score 9 runs in last 2 balls to win the match. What is the probability that India wins the match?
Assumptions: - There were no wide balls or no balls bowled in these 2 balls. - No Wicket has fallen in these 2 balls - No Overthrows or extra runs were scored in these 2 balls - In case if run(s)are scored on any of these 2 balls it can only be one of these values: 1, 2, 3, 4 & 6. This also implies that it’s quite possible that zero runs are scored on a particular ball
Shikhar Dhawan and Virat Kohli were batting on 94. Seven runs were required to win by the team and only three balls were left. At the end, both of them secured a century without being out. How can this be feasible?
Luke has a blue ball and red balls. Every day, he wins 2 blue balls and loses 3 red ones. After 5 days, he has the same amount of blue and red balls. After 9 days, he has twice as many blue balls as red balls. How many red balls did he have at the beginning?
A bag contains Red Balls and Black Balls. Two balls are drawn without replacement. The probability that both the balls drawn are red is 1/2. What is the minimum number of Red and Black Balls for which this probability is satisfied?
