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- https://stats.libretexts.org/Sandboxes/JolieGreen/Finite_Mathematics_-_Spring_2023_-_OER/12%3A_More_Probability/12.01%3A_Binomial_Probability/12.1.01%3A_Binomial_Probability_(Exercises)With a new flu vaccination, 85% of the people in the high risk group can go through the entire winter without contracting the flu. To the problem: "Five cards are dealt from a deck of cards, find the ...With a new flu vaccination, 85% of the people in the high risk group can go through the entire winter without contracting the flu. To the problem: "Five cards are dealt from a deck of cards, find the probability that three of them are kings," the following incorrect answer was offered by a student. 5\mathrm{C}3 \: (1/13)^3(12/13)^2 \nonumber What change would you make in the wording of the problem for the given answer to be correct?
- https://stats.libretexts.org/Courses/Fresno_City_College/New_FCC_DS_21_Finite_Mathematics_-_Spring_2023/12%3A_More_Probability/12.01%3A_Binomial_Probability/12.1.01%3A_Binomial_Probability_(Exercises)With a new flu vaccination, 85% of the people in the high risk group can go through the entire winter without contracting the flu. To the problem: "Five cards are dealt from a deck of cards, find the ...With a new flu vaccination, 85% of the people in the high risk group can go through the entire winter without contracting the flu. To the problem: "Five cards are dealt from a deck of cards, find the probability that three of them are kings," the following incorrect answer was offered by a student. 5\mathrm{C}3 \: (1/13)^3(12/13)^2 \nonumber What change would you make in the wording of the problem for the given answer to be correct?
- https://stats.libretexts.org/Under_Construction/Purgatory/FCC_-_Finite_Mathematics_-_Spring_2023/12%3A_More_Probability/12.01%3A_Binomial_Probability/12.1.01%3A_Binomial_Probability_(Exercises)With a new flu vaccination, 85% of the people in the high risk group can go through the entire winter without contracting the flu. To the problem: "Five cards are dealt from a deck of cards, find the ...With a new flu vaccination, 85% of the people in the high risk group can go through the entire winter without contracting the flu. To the problem: "Five cards are dealt from a deck of cards, find the probability that three of them are kings," the following incorrect answer was offered by a student. 5\mathrm{C}3 \: (1/13)^3(12/13)^2 \nonumber What change would you make in the wording of the problem for the given answer to be correct?
