Answer :
The probability of getting a red five utilising the set of cards just discussed in this section is 1 in 56.
The proportion of red five - card in the grouping divided by the entire number of card in the group gives the probability, p, of getting a red five:
p = the sum of the red fives and the cards.
I'll use two instances.
The chance is: p Equals 1 /(4*14) = 1/56 if all of the cards were different, that is, if there is only 1 red-five and four different colours with numbers 1–14 on each.
If a deck of ordinary playing cards has 26 red & 26 black cards, the numbers 1 through 10, plus J, Q, & K, together with two jokers:
Total red fives: 2, total cards: 4*13 + 2, total cards: 52 + 2, total cards: 54. p = 2 / 54 = 1 / 27
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