Math, asked by plchandana8601, 2 days ago

the probability of A&B solving respectively 1/3&1/4 solve problem indipendently what is the probability.​

Answers

Answered by Anonymous
0

Answer:

Step-by-step explanation:

Probability that A is able to solve = P(A) = (1 / 2).

Probability that B is able to solve = P(B) = (3 / 4).

Probability that C is able to solve = P(C) = (1 / 4).

Probability that A is not able to solve = P(a) = 1 - P(A) = (1 / 2).

Probability that B is not able to solve = P(b) = (1 / 4).

Probability that C is not able to solve = P(c) = (3 / 4).

When A, B and C are independent events; the probability that none of them will be able to solve if all of them try independently = P(a)*P(b)*P(c) = (1 / 2)*(1 / 4)*(3 / 4) = (3 / 32).

Therefore, the probability that the problem will be solved if all of them try independently = 1 - P(a)*P(b)*P(c) = (29 / 32).

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