The total number of cards in the pack is 52. Therefore, the total number of possible outcomes when a card is picked from the pack is 52.
Probability=16/52=4/13.
No. of black queens = 2. So, Probability of black queen = 252=126.
Probability of getting a queen of clubs = (1 / 52). Probability of getting a king of hearts = (1 / 52). = (1 / 52) + (1 / 52) = (2 / 52) = (1 / 26).
Hence, the probability of getting a king of red colour is 1 26 .
The probability of getting a king of red colour is 126. Total number of favourable outcomes =12. The probability of getting a face card is 313.
The correct answer is: 35/53.
So probability of getting neither spade nor a jack = 1–413=913.
A cars's drawn at random from a deck of well shuffled deck of 52 card∴Probability =52(i) Probability of a card being a king =452=113(ii) Probability of a card being spade=1352=14(iii) Probability of a card being a red queen=252=126(iv) Probability of a card being a black8=252=126.
Detailed Solution
The required probability of getting either diamond or a queen is 4/13.
A pack of cards contains 26 black cards and 26 red cards. When a card is drawn, it is either a black or red card. Therefore, the event is a sure event and hence the required probability is 1.
Hence the probability of getting neither a spade nor a jack is 9/13.
Hence, P (the jack of hearts) = 152.
The probability of drawing a black face card from a deck of 52 is 1/2.
Summary: If one card is drawn from a well-shuffled deck of 52 cards, then the probability of getting (i) a king of red colour, (ii) a face card, (iii) a red face card, (iv) the jack of hearts, (v) a spade, and (vi) the queen of diamonds are 1/26, 3/13, 3/26, 1/52, 1/4, and 1/52 respectively.
There are 52 cards in the deck, and there is 1 jack of spades. Therefore, the probability of drawing a jack of spades from a deck of 52 cards is 1 in 52, or .
Within a decade, Canada was producing sixteen per cent of the world's supply of gem-quality stones by volume, and Eira was known as the Queen of Diamonds.
∴ Probability of getting a heart=n(S)n(E)=5213=41.
Number of cards each one of which is either a red card or a queen = 28. The event that the card drawn is neither a red card nor a queen = 52 - 28 = 24.
Hence the probability of getting neither a heart nor a red king is 19/26.
There's a 30.77% chance of drawing either a diamond or a jack.
Concept: Probability of getting probability of the occurrence of an event isP(E)=Total number of favorable outcomesTotal number of outcomes. Hence, the probability of getting a king of a black suit is 126.
(i) a black king: In a deck of cards, there are two black kings, one of spade and one of clubs.
Total number of red cards is 26. Each suit has a queen so there are 4 queens in the deck of cards but red cards are already having 2 queens so we only have two more queen of black colour cards.
A face card is any of the twelve cards in a deck which has a picture of a face. The face cards are kings, queens, and jacks.