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anonymous
 one year ago
A single card is chosen at random from a shuffled standard fiftytwo card deck (no jokers). Find the following probabilities:
1) What is the probability that the value 6 shows up on at least on of the rolls?
P(D1=6∪D2=6)
2) What is the probability that the value 6 show up on exactly one of the rolls?
P((D1=6∪D2=6)∖(D1=6∩D2=6))
3) What is the probability (as a rational number is a/b format) that the value sum D1+D2 is 30 ? 10 ? 23 ?
P(D1+D2=30)
P(D1+D2=10)
P(D1+D2=23)
anonymous
 one year ago
A single card is chosen at random from a shuffled standard fiftytwo card deck (no jokers). Find the following probabilities: 1) What is the probability that the value 6 shows up on at least on of the rolls? P(D1=6∪D2=6) 2) What is the probability that the value 6 show up on exactly one of the rolls? P((D1=6∪D2=6)∖(D1=6∩D2=6)) 3) What is the probability (as a rational number is a/b format) that the value sum D1+D2 is 30 ? 10 ? 23 ? P(D1+D2=30) P(D1+D2=10) P(D1+D2=23)

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misty1212
 one year ago
Best ResponseYou've already chosen the best response.0really ? A single card is chosen at random from a shuffled standard fiftytwo card deck (no jokers). Find the following probabilities: 1) What is the probability that the value 6 shows up on at least on of the rolls?

misty1212
 one year ago
Best ResponseYou've already chosen the best response.0some mistake in this question for sure

anonymous
 one year ago
Best ResponseYou've already chosen the best response.0sorry wrong question here the right question : A red 20sided die, with faces marked from 1 to 20 , is rolled. The result is denoted by D1 . Then a green 20sided die, similarly marked, is rolled. The result here is denoted by D2 .
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