Please how do you arrive to the following A = 10 P(A) = 0.5 B = 20 P(B) = 0.4 C = 100 P(C) = 0.1 I am confused with regards to how you got the probability of A, B, C ( P(A), P(B), P(C) ). Please explain.

Hello Sandra, I was wondering about this question too. I know how they calculate the probability though. I am assuming they are calculating the geometric probability. I won't go into detail about how to calculate it but you use the radius to calculate the area of the corresponding circle on the target; you want to find the area of each ring on your target and use that area as the denominator of your probability formula. You can google 'geometric probability on a target' for a full explanation. Sorry picture will not increase in size for this post. I was wondering how they came up with with the values associated to the letters. In other words A= 10 of what?

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Sandra

Last answered:

18 May 2020

Posted on:

11 May 2020

Probability: Numerical Outcome

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john

Posted on:

18 May 2020

Probability: Numerical Outcome

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