The urn contains 12 balls: 3 yellow, 4 black, 5 red. What is the probability of pulling
May 2, 2021 | education
| The urn contains 12 balls: 3 yellow, 4 black, 5 red. What is the probability of pulling out from the urn a) black b) blue, c) not a white ball?
Let’s write the formula for finding the probability:
P (A) = m / n
Where
m is the number of favorable outcomes,
n is the total number of all possible events.
Let’s find the required probabilities:
a) P (A) = 4/12 = 1/3 – the probability of hitting the black ball.
Since there are no blue balls in the urn, the probability of getting it is zero:
b) P (A) = 0/12 = 0 – the probability of hitting the blue ball.
Since there are no white balls in the urn, and all are non-white, the probability of getting them is equal to:
c) P (A) = 12/12 = 1 – the probability of getting a non-white ball.
Answer: 1/3; 0; one.
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