One card is drawn from a well shuffled deck of 52 cards. Find the probability of getting:
(i) a king of red suit
(ii) a face card
(iii) a red face card
(iv) a queen of black suit
(v) a jack of hearts
(vi) a spade
GIVEN: One card is drawn from a well shuffled deck of 52 playing cards
TO FIND: Probability of following
Total number of cards is 52
(i) Cards which are king of red suit are 2
Total number of Cards which are king of red suit is 2
Number of favorable event i.e. Total number of Cards which are king of red suit is 2
We know that PROBABILITY = ![]()
Hence probability of getting cards which are king of red suit is ![]()
(ii) Total number of face cards are 12
Number of favorable event i.e. total number of face cards is 12
We know that PROBABILITY = ![]()
Hence probability of getting face cards is ![]()
(iii) Total number of red face cards are 6
Number of favorable events i.e. total number of red face cards is 6
We know that PROBABILITY = ![]()
Hence probability of getting red face cards is ![]()
(iv) Total number of queen of black suit cards is 2
Total Number of favorable event i.e. total number of queen of black suit cards is 2
We know that PROBABILITY = ![]()
Hence probability of getting cards which are queen of black suit cards is ![]()
(v) Total number of jack of hearts is 1
We know that PROBABILITY = ![]()
Hence probability of getting cards which are jack of heart is equal to![]()
(vi) Total number of spade cards are 13
Total Number of favorable event i.e. total number of queen of black suit cards are 13
We know that PROBABILITY = ![]()
Hence probability of getting spade cards is![]()