The values of the probability are:
- P(Black | A) = 1/3
- P(C | White) = 1/6
- P(Black | B or E) = 3/5
1. P(black | A)
This represents the probability that the spinner lands on black, given that the section is A
It is calculated as:
P(Black | A) = n(Black and A)/n(A)
From the spinner, we have:
n(Black and A) = 1
n(A) =3
So, the probability is:
P(Black | A) = 1/3
2. P(C | white)
This represents the probability that the spinner lands on C, given that the section is white
It is calculated as:
P(C | White) = n(C and White)/n(White)
From the spinner, we have:
n(C and White) = 1
n(White) = 6
So, the probability is:
P(C | White) = 1/6
3. P(black | B)
This represents the probability that the spinner lands on black, given that the section is B or E
It is calculated as:
P(Black | B or E) = n(Black and B or E)/n(B or E)
From the spinner, we have:
n(Black and B or E) = 3
n(B or E) =5
So, the probability is:
P(Black | B or E) = 3/5
Read more about probabilities at:
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