Question

Complete the following activity .
There are 52 cards in a pack . In each pack , total black face cards are ___. There are ___ kings of red colour . There are ___ cards which are not of diamond . In each pack total club cards are ___.

Answer 1

Hint: In order to solve this question , we have a pre – requisite of having knowledge about the playing cards . In a deck of playing cards , there are 52 playing cards . In a deck of cards , we have four suites in it , which are – Heart , Spade , Club , Diamond . In each respective suite there are 13 cards of different denominations that are $ Ace,2,3,4,5,6,7,8,9,10,Jack,Queen,King $ . The Spade and club are the cards having black colour and the Heart and Diamond are the cards having red colour . Which indicates that there are 26 black cards and 26 red cards in a pack . The face cards are those which have pictures and faces in it that is King , Queen , Jack cards are known as face cards .

Complete step-by-step answer:
By the above stated hints , we now know about the playing cards . Now ,we will look into the question given and try to answer what is asked .
Following is the given question and we will answer it line by line .
There are 52 cards in a pack . In each pack , total black face cards are ___. There are ___ kings of red colour . There are ___ cards which are not of diamond . In each pack total club cards are ___.
The face cards are those which have pictures and faces in it that is King , Queen , Jack cards are known as face cards . In each suite , there are $ 3 $ face cards . Black cards are 26 in number . So, the face cards in each black suit that is Spade and Club , each suit have 3 face cards = $ 3 + 3 = 6 $ .
Therefore , 6 black face cards are there .
Each suite has 1 King card . Also there are two suites of red colour – Diamond and Heart , each has 1 King card . So $ 1 + 1 = 2 $ .
There are four suites – Club , Spade , Heart , Diamond having 13 cards in each but want cards of all suites except the diamond cards = Total cards – Diamond cards = $ 52 - 13 = 39 $ .
Each suite has 13 cards , so cards of the club are also 13 having denomination as $ 1,2,3,4,5,6,7,8,9,10,Jack,Queen,King $ .
Therefore , the fill ups will be as follows =
There are 52 cards in a pack . In each pack , total black face cards are __6_. There are _2__ kings of red colour . There are _39__ cards which are not of diamond . In each pack total club cards are _13__.

Note: These playing cards are asked in the questions of probability and Permutations and combinations .
The face cards and the Ace card of each suit are known as the honor cards .
The rest of the number cards are called spot cards .
Spades and Hearts are considered to be the major suits and the rest two suits as minor suits .