The king, queen and jack of clubs are removed form a deck of 52 playing cards and the remaining cards are shuffled. A card is drawn from the remaining cards. Find the probability of getting a card of
(i) heart
(ii) queen
(iii) clubs.
Given: King, Queen and Jack of Clubs are removed from a deck of 52 playing cards and the remaining cards are shuffled and a card is drawn at random from the remaining cards
TO FIND: Probability of getting a card
(i) Heart
(ii) Queen
(iii) Clubs
After removing the king, queen and the jack of clubs from the pack of 52 playing cards
Total number of cards left: ![]()
(i) Cards which are heart
Total number of heart cards is ![]()
We know that PROBABILITY = ![]()
Hence probability of getting a heart card is equal to![]()
(ii) Cards which are queen
Total number of queen cards is ![]()
From this 4 queen cards one queen of club is taken out.
Hence total number of queen cards left is ![]()
We know that PROBABILITY = ![]()
Hence probability of getting an queen card ![]()
(iii) Cards which are clubs
Total number of club cards is ![]()
The king, queen and jack of clubs are removed
Hence total number of club cards left is ![]()
We know that PROBABILITY = ![]()
Hence probability of getting a club card is equal to ![]()