When randomly selecting adults, let M denote the event of randomly selecting a male and let B denote the event of randomly selecting someone with blue eyes. What does P(M|B) represent? Is P(M|B) the...


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When randomly selecting adults, let M denote the event of randomly selecting a male and let B denote the event of randomly selecting someone with blue eyes. What does P(M|B) represent? Is P(M|B) the same as P(B|M)?<br>What does P(M|B) represent?<br>A. The probability of getting a male and getting someone with blue eyes.<br>B. The probability of getting a male, given that someone with blue eyes has been selected.<br>C. The probability of getting someone with blue eyes, given that a male has been selected.<br>D. The probability of getting a male or getting someone with blue eyes.<br>Is P(M|B) the same as P(B|M)?<br>A. Yes, because P(B|M) represents the probability of getting a male, given that someone with blue eyes has been selected.<br>B. Yes, because P(B|M) represents the probability of getting someone with blue eyes, given that a male has been selected.<br>C. No, because P(B|M) represents the probability of getting a male, given that someone with blue eyes has been selected.<br>D. No, because P(B|M) represents the probability of getting someone with blue eyes, given that a male has been selected.<br>

Extracted text: When randomly selecting adults, let M denote the event of randomly selecting a male and let B denote the event of randomly selecting someone with blue eyes. What does P(M|B) represent? Is P(M|B) the same as P(B|M)? What does P(M|B) represent? A. The probability of getting a male and getting someone with blue eyes. B. The probability of getting a male, given that someone with blue eyes has been selected. C. The probability of getting someone with blue eyes, given that a male has been selected. D. The probability of getting a male or getting someone with blue eyes. Is P(M|B) the same as P(B|M)? A. Yes, because P(B|M) represents the probability of getting a male, given that someone with blue eyes has been selected. B. Yes, because P(B|M) represents the probability of getting someone with blue eyes, given that a male has been selected. C. No, because P(B|M) represents the probability of getting a male, given that someone with blue eyes has been selected. D. No, because P(B|M) represents the probability of getting someone with blue eyes, given that a male has been selected.

Jun 03, 2022
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