Question

bblem deals with playing cards. The Card API is given below: public class Card ( suit is "Clubs", "Diamonds", "Bearts", or "Spades" Gene=ination s 2", , "10" יי", ,"פ" ,"8" ,"ר" , "6" ,"5י ,-4" ,"ני- * or "A * value is the value of the card number if the card denominat, *is between 2 and 10; 11 for J, 12 for Q, 13 for K, 14 for A public Card (String suit, string denomination){} 1/returns the suit (Clubs, Diamonds, Hearts, or Spades) public String getSuit()(} // returns the denomination (2,3,4,5,6,7,8,9,10,J,Q,K,A) public String getDenomination(){} // returns the String representation of the card ("A of Bearts") public String tostring(){) I/ returns value is the value of the card number if the card denomination is between 2 and 10;11 for J;12 for Q;13 for K;14 for A public int getValue()(} client program includes the following declarations: tring|] suits-("Clubs", "Diamonds", "Bearts", "Spades"); tring|] ranks-{*2","3","4" ard[] deck - new Card(52]; , "9", "10", ","עסי", " '5","6", pu will be writing code that appears in the clicnt program. (20 points) Write a nested loop that will fill deck by calling the Card constructor to create cach of the 52 unique playing cards. Note, after the nested loop has been executed, deck contains 52 unique playing cards

Answer 1

Here is the completed code for this problem. Comments are included, go through it, learn how things work and let me know if you have any doubts or if you need anything to change. If you are satisfied with the solution, please rate the answer. Thanks

//an index value to point towards the next index in deck array

int index = 0;

// looping from i=0 to i=suits.length-1

for (int i = 0; i < suits.length; i++) {

      // looping from j=0 to j=ranks.length-1

      for (int j = 0; j < ranks.length; j++) {

            // creating a Card with suit at i and rank at j, assigning to

            // deck[index]

            deck[index] = new Card(suits[i], ranks[j]);

            // updating index

            index++;

      }

}

// after the loop, you will have a deck of 52 unique cards. first 13

// will be Clubs (with ranks "2" through "A"), next 13 will be Diamonds

// etc..