In a series of 3 one-day cricket matches between teams A and B of a college, the probability of team A winning or drawing are 1/3 and 1/6 respectively. If a win, loss or draw gives 2, 0 and I point respectively, then what is the probability that team A will score 5 points in the series?

In a series of five one-day cricket matches between India and Pakistan, the probability of India winning or drawing are respectively 1/3 and 1/6 • If a win, loss or draw gives 2, 0 or 1 point respectively then find the probability that India will score 5 points in the series.

In a race the probabilities of A and B winning the race are 1/3 and 1/6 respectively. Find the probability of neighter of them winning the race.

In a race, the probabilities of A and B winning the race are (1)/(3) and (1)/(6) respectively. Find the probability of neither of them winning the race.

A can solve a problem with probability (1)/(2)B and C can solve the problem with probabilities (2)/(3) and (2)/(3) respectively.A problem is given to the team of A,B and C.What will be the probability that the team will be the problem?

Whenever horses a,b,c race together, their respective probabilities of winning the race are 0.3,0.5, and 0.2, respectively. If they race three times, the probability that the same horse wins all the three races, and the probability that a,b,c each wins one race are, respectively

Two players A and B play a match. Which consists of a series of games (independent). Whoever first wins two games not necessarily consecutive, wins the match. The probability of A's winning, drawing, losing a game against B are (1)/(2), (1)/(3), (1)/(6) respectively. It is known that A won the match at the end of 11^(th) game, the probability that B wins only one game is (A) (3)/(11) (B) (8)/(11) (C) (9)/(11) (D) (10)/(11)