Background:

Using Python, your task is to represent a deck of $52$ poker cards $($excluding jokers$).$

The deck consists of four suits: clubs, diamonds, hearts, and spades.

Each suit has $13$ ranks: Ace, $2,3,4,5,6,7,8,9,10,$ Jack, Queen, and King.

Each card is a combination of a suit and a rank, such as the $"2$ of clubs."

There are $13$ cards per suit, for a total of $413=52$ cards in the deck.

The Jack, Queen, and King are known as face $$ards$.$

Requirements:

Write a Python program that prints all $52$ cards. If a card is a face card, it should be labeled as

such $($e$.$g$.,$ FACE CARD$).$

Print all $52$ cards with their values:

Numbers $2$ to $10$ have values equal to their number.

Ace $(A)=1$

Jack$(J)=11$

Queen $(Q)=12$

King$(K)=13$

You can decide how to order the suits and ranks, and you may choose to print the names in

lowercase, uppercase, or capitalized format.

You are free to choose meaningful variable names, as long as your program prints all $52$ cards

and successfully identifies face cards.

Find the mean and variance of the values in the deck $(52$ cards$).$

Create a frequency distribution for the card values $($e$.$g$.,$ how many cards out of $52$ have the

value $2,3,$ etc.$).$

Example Output:

Ace of Clubs, $1$

$2$ of Clubs, $2$

$...(3$ of Clubs to $10$ of Clubs are omitted$)$

Jack of Clubs FACE CARD, $11$

$...($Queen of Clubs to King of Clubs are omitted$)$

Ace of Diamonds, $1$

$...($remaining combinations omitted$)$

Hints:

Consider defining one list for suits and another for ranks.

Use two nested loops to iterate through the suits and ranks to print all the cards.

Include an if statement to identify face cards. You can either check for Jack, Queen, and King

with an or condition or define a separate list for face cards.