Question: When computing probabilities, sometimes a calculator puts an answer in scientic notation to represent a very small probability. For example: 2.13 - 105 = 0.0000213

 When computing probabilities, sometimes a calculator puts an answer in scienticnotation to represent a very small probability. For example: 2.13 - 105= 0.0000213 On a Tl-calculator, it would look like 2.13E 5 If

you don't pay attention, you might think that the answer is just2.13. But remember that probabilities can never exceed 1. So if yousee what looks like an answer bigger than 1 check to see

When computing probabilities, sometimes a calculator puts an answer in scientic notation to represent a very small probability. For example: 2.13 - 105 = 0.0000213 On a Tl-calculator, it would look like 2.13E 5 If you don't pay attention, you might think that the answer is just 2.13. But remember that probabilities can never exceed 1. So if you see what looks like an answer bigger than 1 check to see if it's actually written in scientific notation. Suppose a calculator gives you this output: 72442131 3 Enter in regular decimal notation: C] Question 9 Suppose that: A = "Lives in Santa Maria" B = "Attends AHC" Choose the correct notation for: a. The probability that a person lives in Santa Maria, given that the person attends AHC. O P(B) O P(B/A) O P(A/B) O P(A) b. The probability that a person attends AHC, given that the person lives in Santa Maria. O P(B) O P(A/B) O P(B/A) O P(A)Question 10

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