Description In a game of Tic Tac Toe- two players take turns making an.docx

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Description In a game of Tic Tac Toe, two players take turns making an available cell in a 3 x 3 grid with their respective tokens (either X or O). When one player has placed three tokens in a horizontal, vertical, or diagonal row on the grid, the game is over and that player has won. A stalemate occurs when all the cells on the grid have been filled with tokens and neither player has achieved a win. Write a program that emulates a Tic Tac Toe game. When you are done, a typical session will look like this: Welcome to tic-tac-toe. Enter coordinates for your move following the X and O prompts. 1 2 3 A | | ----- B | | ----- C | | X:A2 1 2 3 A |X| ----- B | | ----- C | | O:B3 1 2 3 A |X| ----- B | |O ----- C | | And so on. Illegal moves will prompt the user again for a new move. A win or a stalemate will be announced, mentioning the winning side if any. The program will terminate whenever a single game is complete. For this lab, you will be provided with a base file to work with. The base file can be downloaded from: https://github.com/victoryu/CIS35A-LabsLinks to an external site. You will add and/or modify the code, as instructed below. Do not change the overall structure of the program. Just fill in with your code at TODO and Step #. This file has the general framework of the TicTacToe class. An object of this class will represent a tic-tac-toe "board". The board will be represented internally by a two dimensional array of characters (3 x 3), and by a character indicating who's turn it is ('X' or 'O'). These are stored in the class instance variables as follows. private char[][] board; private char player; // 'X' or 'O' You will need to define the following methods: 1. A constructor: public TicTacToe() to create an empty board, with initial value of a space (' ') 2. play method public boolean play(String position) if position represents a valid move (e.g., A1, B3), add the current player's symbol to the board and return true. Otherwise, return false. 3. switchTurn method public void switchTurn() switches the current player from X to O, or vice versa. 4. won method public boolean won() Returns true if the current player has filled three in a row, column or either diagonal. Otherwise, return false. 5. stalemate method public boolean stalemate() Returns true if there are no places left to move; 6. printBoard method public void print() prints the current board 7. Use the following test code in your main method to create a TicTacToe object and print it using the printBoard method given, so as to test your code. Your printBoard method should produce the first board in the example above. public static void main(String[] args) { Scanner in = new Scanner(System.in); TicTacToe game = new TicTacToe(); System.out.println("Welcome to Tic-tac-toe"); System.out.println("Enter coordinates for your move following the X and O prompts"); while(!game.stalemate()) { game.print(); System.out.print(game.getPlayer() + ":"); //Loop while the method play does not retur.

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#In this project you will write a program play TicTacToe #using two players (labels 0,1) or one play (label 0) playing with the machine (label 1). #The TicTacToe board has 9 integers board = [1,2,3,4,5,6,7,8,9]. The following # are the modules for the program # #def reset() resets the board to the original values # board = [1,2,3,4,5,6,7,8,9] # #def printBoard() print the current state of the board using the format # #The current TicTacToe Board # | 1 | 2 | 3 | # | 4 | 5 | 6 | # | 7 | O | 9 | # #The current TicTacToe Board # | X | 2 | 3 | # | 4 | 5 | 6 | # | 7 | O | 9 | #Note from the above that player 0 and 1 have played numbers 8 and 1 #respectively and the board display O for player 0 and X from player 1 # #def changeBoard(num1, player) using the chosen box number to change #the value of the box to 0 or -1 depending on whether the player is 0 or 1, #respectively. # #def play(player) prints the player number (0 or 1) and prompts the player # to enter a box value that have not changed to \'O\' or \'X\' # #def checkRows(value) checks to see which of the rows of the board # has the same value and returns True, otherwise, returns False # #def checkCols(value) checks to see which of the cols of the board # has the same value and returns True, otherwise, returns False # #def checkDiagonal(value) checks to see which of the diagonals of the board # has the same value and returns True, otherwise, returns False # #def win(player) checks if a player wins the game, returns True of the player wins # and False otherwise # #def machinePlay(player) plays the role of the player using random number. # this function generates numbers in the interval [1,9] and uses the first # generated random number that has not been used to play the game. The # #def ticTacToe(numPlayers) accepts the number of players and simulates the #ticTapToe, asking players to enter unused box numbers. # #def main() is the driver module that accepts the number of players from the user # and calls the ticTacToe module #Assignment: Complete the follwoing modules: #checkCols #checkRows #checkDiagonal #win #Sample of the output is # #Project #This game can be played by one or two players #Enter the number of players, 1/2 for one/two players: 1 # #The current TicTapToe Board #| 1 | 2 | 3 | #| 4 | 5 | 6 | #| 7 | 8 | 9 | #Player 0 Enter a box value: 9 # #The current TicTapToe Board #| 1 | 2 | 3 | #| 4 | 5 | 6 | #| 7 | 8 | O | #Player 1 ***Computer*** playing #The current TicTapToe Board #| 1 | 2 | 3 | #| 4 | 5 | 6 | #| 7 | X | O | #Player 0 Enter a box value: 1 # #The current TicTapToe Board #| O | 2 | 3 | #| 4 | 5 | 6 | #| 7 | X | O | #Player 1 ***Computer*** playing # #The current TicTapToe Board #| O | X | 3 | #| 4 | 5 | 6 | #| 7 | X | O | #Player 0 Enter a box value: 5 # #The current TicTapToe Board #| O | X | 3 | #| 4 | O | 6 | #| 7 | X | O | #Player 0 Wins #Do you want to quit? #Begin Program #import random number generator #from random library #from random import randint, seed #Global va.

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Working with Layout Managers. Notes: 1. In part 2, note that the Game class inherits from JPanel. Therefore, the panel you are asked to add to the center of the content pane is the \"game\" object. 2. In part 4, at the end of the function, call validate(). This is not mentioned in the book, but it is mentioned in the framework comments. import javax.swing.*; import java.awt.*; import java.awt.event.*; public class Game extends JPanel { private JButton [][] squares; private TilePuzzle game; public Game( int newSide ) { game = new TilePuzzle( newSide ); setUpGameGUI( ); } public void setUpGame( int newSide ) { game.setUpGame( newSide ); setUpGameGUI( ); } public void setUpGameGUI( ) { removeAll( ); // remove all components setLayout( new GridLayout( game.getSide( ), game.getSide( ) ) ); squares = new JButton[game.getSide( )][game.getSide( )]; ButtonHandler bh = new ButtonHandler( ); // for each button: generate button label, // instantiate button, add to container, // and register listener for ( int i = 0; i < game.getSide( ); i++ ) { for ( int j = 0; j < game.getSide( ); j++ ) { squares[i][j] = new JButton( game.getTiles( )[i][j] ); add( squares[i][j] ); squares[i][j].addActionListener( bh ); } } setSize( 300, 300 ); setVisible( true ); } private void update( int row, int col ) { for ( int i = 0; i < game.getSide( ); i++ ) { for ( int j = 0; j < game.getSide( ); j++ ) { squares[i][j].setText( game.getTiles( )[i][j] ); } } if ( game.won( ) ) { JOptionPane.showMessageDialog( Game.this, \"Congratulations! You won!\ Setting up new game\" ); // int sideOfPuzzle = 3 + (int) ( 4 * Math.random( ) ); // setUpGameGUI( ); } } private class ButtonHandler implements ActionListener { public void actionPerformed( ActionEvent ae ) { for( int i = 0; i < game.getSide( ); i++ ) { for( int j = 0; j < game.getSide( ); j++ ) { if ( ae.getSource( ) == squares[i][j] ) { if ( game.tryToPlay( i, j ) ) update( i, j ); return; } // end if } // end inner for loop } // outer for loop } // end actionPerformed method } // end ButtonHandler class } // end Game class import javax.swing.*; import java.awt.*; import java.awt.event.*; public class NestedLayoutPractice extends JFrame { private Container contents; private Game game; private BorderLayout bl; private JLabel bottom; // ***** Task 1: declare a JPanel named top // also declare three JButton instance variables // that will be added to the JPanel top // these buttons will determine the grid size of the game: // 3-by-3, 4-by-4, or 5-by-5 // Part 1 student code starts here: // Part 1 student code ends here. public NestedLayoutPractice() { super(\"Practicing layout managers\"); contents = getContentPane(); // ***** Task 2: // instantiate the BorderLayout manager bl // Part 2 student code starts here: // set the layout manager of the content pane contents to bl: game = new Game(3); // instantiating the GamePanel object // add panel (game) to the center of the content pane // Part 2 student code ends here. bottom = new JLabel(.

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This is an individual project, to be completed on your own. It is considered dishonest either to read someone else's solution or to provide a classmate with a copy of your work. Do not make the mistake of thinking that superficial changes in a program (such as altering comments, changing variable names, or interchanging statements) can be used to avoid detection. If you cannot do the work yourself, it is extremely unlikely that you can succeed in disguising someone else's work. We are adamant that cheating in any form is not tolerated. Even the most trivial assignment is better not done than if you cheat to complete it. Prerequisites Primitive types Conditionals Loops Arrays Learning Objectives Problem Solving Traversing and manipulating 2-dimensional arrays Using nested loops Introduction In this project, you will implement the logic of the game Othello , also known as Reversi . Game Rules Othello is a strategy board game for two players on a squared checkered board. It is played with identical disks that are white on one side and black on the other. Players take turns placing disks on the board with their assigned color facing up. The game starts with four disks placed in a square at the center of the board in a standard diagonal pattern: two facing white side up, two facing black side up and same-colored disk on a diagonal with each other. These four initial disks are not placed by the player. The black player moves first. He must place a disk with the black side up on the board, in such a position that there exists at least one straight occupied line between the new disk and another dark disk, with one or more contiguous white disks bounded between them. During a move, all bounded disks of the opponent's color are turned over to the current's player color. A straight line involves: horizontal, vertical and diagonal lines in every possible direction. It is possible to bound disks in more than one direction during a single move. Players take turns to play. When a player doesn't have any valid moves, his turned is skipped. The game must keep going while there are valid moves by either player. The goal of the game is to have the majority of the disks displaying your color when there are no more possible moves. We suggest that you play an online version of the game to grasp the idea. Your Task In this project, you will implement the rules and logic for Othello. You are provided with the skeleton code containing the basic methods that you need to complete to launch this game on the java console. You have the freedom to use additional methods and variables to structure your solution, as long as the basic methods behave as expected. Implementation Details This project consists of just one class: Othello : it implements the logic of the game. You will implement the missing methods. You should begin coding after you have read the entire handout, understood the problem and made a plan for solving it. Variables The Othello clas ...

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Definitions: 1. Artery :Vessels transporting blood away from a heart chamber 2. : Vessels transporting blood towards a heart chamber 3. Vessels colored Red in diagrams are transporting 4. Vessels colored Blue in diagrams are transporting deoxygenated blood Chambers of heart: 1. Right atrium Blood Vessels of Right Atrium a. Inferior Vena Cava :enters in with deoxygenated blood from the inferior region of the body. Part of systemic circuit. b. Superior Vena Cava :enters in with deoxygenated blood from superior region of the body. Part of systemic circuit. c. Coronary Sinus enters in with deoxygenated blood from heart muscles. Part of systemic circuit. Muscles of Right Atrium - :contract to push blood into the Right Ventricle. 2. - Receives deoxygenated blood from Right Atrium Valves of Right Ventricle - :prevent back flow of blood into Right Atrium during Ventricular Systole (contraction of right ventricle muscles) Three cusps (flaps of connective tissue) that cover over passage way between right atrium and right ventricle during ventricular systole Blood Vessel Associated with Right Ventricle - Divides into Right and Left Pulmonary Arteries - Pulmonary Circuit: deoxygenated blood (blue in color) away from right ventricle (heart chamber) to lungs - :prevents back flow of blood into right ventricle during ventricular diastole (relaxation of ventricles). These valves are passive valves and require no muscle contraction to close them. 3 Blood Vessels of Left Atrium :enters in with oxygenated blood from right lung. :enters in with oxygenated blood from left lung. Muscles of Left Atrium :contract to push blood into the Left Ventricle. 4 Receives oxygenated blood from left atrium Valves of Left Ventricle - Atrium :prevent back flow of blood into Left Consists of two cusps (flaps of connective tissue) that cover over passage way between left atrium and left ventricle during ventricular systole Muscles of Left Ventricle : 2 muscles (associated with bicuspids) contract and pull on chordae tendinae (tendons) that are attached to cusps to close them. Bicuspid valves are active valves : left ventricle muscles contract to push deoxygenated blood into Ascending Aorta Blood Vessel Associated with Left Ventricle - First paired arteries to branch off are coronary arteries to feed heart muscles - Systemic Circuit: Oxygenated blood (red in color) away from left ventricle (heart chamber) to body - :prevents back flow of blood into left ventricle during ventricular diastole (relaxation of ventricles). These valves are passive valves and require no muscle contraction to close them. Heart in Situ (within Thoracic Cavity) and Membranes - Heart (within pericardial cavity) is nestled between lungs in thoracic cavity - Size of fist - Pericardial cavity is made up of two layers: - :tissue of pericardial cavity up against pleural membranes of the lungs - tissue of pericardial cavity up against heart ; aka epicardium - pericardial fluid: fluid between parietal and visceral .

Definitions- 1- Artery -Vessels transporting blood away from a heart c.docx

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define and Explain Diversity and how organizations should manage it in 2 paragraph. define and Explain Diversity and how organizations should manage it in 2 paragraph. define and Explain Diversity and how organizations should manage it in 2 paragraph. define and Explain Diversity and how organizations should manage it in 2 paragraph. define and Explain Diversity and how organizations should manage it in 2 paragraph. .

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Define a function named SwapValues that takes four integers as parameters and swaps the first with the second, and the third with the fourth values. Then write a main program that reads four integers from input, calls function SwapValues 0 to swap the values, and prints the swapped values on a single line separated with spaces. Ex. If the input is 3824 function SwapValues() returns and the main program outputs: 8. 3 : 4 The program must define and call a function void Swapvalues (int * userval1, int "userval2, int userval3, int* userval4) Function SwapValues0 swaps the values referenced by the parameters. main.c Load default template.. VI Pefine your function here % Int main (void) 1. Type your code here. Your code must call the function. If return e; .

Define a function named SwapValues that takes four integers as paramet.docx

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