0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

Before a race, the chances of three runners, A B and C were estimated to be proportional to 5 : 3 : 2, but during the race, A meets with an accident which reduces his chance to 1/3. The respective chances of B and C now winning are
  1. 35,25
  2. 25,415
  3. 715,215
  4. 310,210

A
310,210
B
35,25
C
25,415
D
715,215
Solution
Verified by Toppr

Was this answer helpful?
0
Similar Questions
Q1
Before a race, the chances of three runners, A B and C were estimated to be proportional to 5 : 3 : 2, but during the race, A meets with an accident which reduces his chance to 1/3. The respective chances of B and C now winning are
View Solution
Q2
Before a race the chance of three runners A, B & C were estimated to be proportional to 5, 3 & 2 respectively but during the race A meets with an accident which reduces his chance to 1/3. If the respective chances of B and C are P(B) and P(C) then
View Solution
Q3
Before a race the chances of three runners, A,B,C, were estimated to be proportional to 5,3,2; but during the race A meets with an accident which reduces his chance to one-third. What are now the respective chances of B and C?
View Solution
Q4
Two athletes A and B participate in a race along with other athletes. If the chance of A winning the race is 16 and that of B winning the same race is 18, then the chance that neither A nor B wins the race, is
View Solution
Q5
In a given race, the odds in favour of four horses A,B,C & D are 1:3,1:4,1:5 and 1:6 respectively. Assuming that a dead heat is impossible, find the chance that one of them wins the race
View Solution