To compare if the original cells are kept in the cells * * For example, cell 1 1 in original cell is 5. This number should not be overwritten by * the player during the game. Otherwise the player can win the game easily. This method * simply check if the givens cells in the original cells are preserved. * * @param cells the cells to be checked * @param originals the original cells * @return true if the number in original cells is kept in cells. boolean same(int[][][]cells, int[][][]originals) { //TODO } Subject: Java Programming
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* To compare if the original cells are kept in the cells
*
* For example, cell 1 1 in original cell is 5. This number should not be overwritten by
* the player during the game. Otherwise the player can win the game easily. This method
* simply check if the givens cells in the original cells are preserved.
*
* @param cells the cells to be checked
* @param originals the original cells
* @return true if the number in original cells is kept in cells.
boolean same(int[][][]cells, int[][][]originals) { //TODO }
Subject: Java
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- canMove(int x, int y, int destX, int destY, Side s): This method returns true if the player of color s can move the piece at coordinates (x,y) can move to coordinates (destX, destY) on the board in its current state. This means that here you do need to consider this piece’s interaction with other pieces on the board. Conditions for this method to return false are given in the code. public boolean canMove(int x, int y, int destX, int destY, Side s){ /* TODO write a method that checks if a piece at coordinates x,y can move to coordinates destX,destY Conditions for false: - Origin or destination coordinates are outside the board - Piece at origin is null - If source and destination coordinates are the same - Piece at origin is not of the same side as s - You can check this using piece.getSide() - Piece cannot move to the destination by piece movement rules - You should check this using Piece.canMove(destX,…You have a card on which the letter J is written on one side and K on the other. You want to seeall of the possible ways the card will land if you drop it n times. Write a recursive method thatprints each session of dropping the cards with J's and K's. For example if you drop it 4 times in agiven session, all possible ways to drop it are as follows (in exactly the specified order): (java code)Use the following methods trash() and takeOut() to answer questions (a) – (d). 1 public void trash (int x) 12 public int takeOut (int a, int b) 2 { int m, n; 13 { int d, e; 3 m = 0; 14 d = 42* a; 4 if (x > 0) 15 if (a > 0) 5 m = 4; 16 e = 2*b+d; 6 if (x > 5) 17 else 7 n = 3*m; 18 e = b+d; 8 else 19 return (e);} 9 n = 4*m; 10 int o = takeOut (m, n); 11 System.out.println ("o is: " + o);} (a) Draw separate graph for each trash() and takeOut() , then show the connection between them at call site, using the line numbers given on graph’s nodes. (b) Determine Caller, Callee, Callsite, Actual parameters and Formal parameters, in table. (c) Give all Coupling DU-pairs of last-defs and first-uses, in table. (d) find the values of m, n, a, d, b, e and o when x = -1 , 3 , 6 , in table.
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