This challenge is based on the classic videogame "Snake".Assume the game screen is an n * n square, and the snake starts the gamewith length 1 (i.e. just the head) positioned on the top left corner.For example, if n = 7 the game looks something like this:BEGINNINGIn this version of the game, the length of the snake doubles each time it eatsfood (e.g. if the length is 4, after eating it becomes 8).Create a function that takes the siden of the game screen and returns thenumber of times the snake can eat before it runs out of space in the gamescreen.ExamplesFIRST MOVEsnakefill (3)snakefill (6) - 5snakefill (24) → 93

In this problem, we need to design the code in the Python programming language. Input - Integer…

Answered: This challenge is based on the classic…

Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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2) scrooge.py Scrooge McDuck is letting you into his vault full of pennies, nickels, dimes and quarters. He will let you play the following game: you can pick 8 coins at random, and if they sum to at least a dollar, you win, and can keep your money! But if you lose, you don't get to keep the money, AND have to pay Scrooge a dollar. (Each coin you pick is equally likely to be a penny, nickel, dime, or quarter.) Your job: using a simulation, estimate 1. the probability that you win (meaning your coins sum to more than a dollar), and 2. if you play this game over and over, the average amount you will win (where the amount you win in a game could be negative). Here is a bit more direction: you should simulate 100,000 plays of this game. Each simulated play should involve picking 8 different random numbers - each one should be .01, .05, .10, or .25, with each value equally likely - which represent the 8 coins being chosen; these should be summed each time. As you proceed through these…
Create a card game in which the dealer shuffles the deck and deals 13 cards to the player. The player sorts her hand and says whether it includes the King of Hearts. Repeat 4 times so all the cards are dealt eventually. Internally, the player should return true or false without writing to the console. In response, the dealer should write on the console, "You won!" or "You loose again."
CHALLENGE ACTIVITY 2.4.1: Gallons of paint needed to paint walls. The number of gallons of paint needed to cover a wall is equal to the wall's total area divided by 3500. The program reads wall area from input, representing a wall's total area. Complete the program to output the number of gallons of paint needed to cover the wall, rounded to five digits after the decimal point Ex 1: If variable wall area is assigned the value 250.0, then the output is: 0.71429 Ex 2: If variable wall area is assigned the value 578.6, then the output is 1.65314 See How to Use zyBooks for info on how our automated program grader works 1 wall area - float(input()) 2 DID!!
Moving Magic Square is the name of a game that is based on the concept of a magic square. A magic square is any square array of numbers, usually positive integers, in which the sums of the numbers in each row, each column, and both main diagonals are the same. For example, the 3 x 3 square in Table 1 is a magic square because the sum of every row, every column and the two diagonals is 15. Table 1 6 18 753 294 The game, Moving Magic Square, is played on any n x n grid containing positive integer numbers from 1, ..., n². The number n² is the movable number. You can move the number n² in one of four directions (up/down/left/right), and swap n² with the number that is currently occupying that cell. The player wants to move the number n² to reach a goal state such that the sum of the n numbers in every row, column, and both diagonals is equal to k. There are multiple states that satisfy this condition, and you can stop the game when you find the first goal state. In a 3 x 3 game, 9 is the…
Frog Contest On their way down the river, Jojo and Lili saw two frogs each in position X1and X2. The two frogs are seen jumping happily towards the same direction that is come to Jojo. After watching the two frogs, Jojo and Lili saw that the speed the two frogs are different. The first frog to start jumping from position X1 has a speed of V1, while the second frog that starts to jump from position X2 has a speed of V2. Jojo guess that "YES" both frogs will be in the same position in a certain time T, while Bibiguessing "NO" the two frogs will never be in the same position in timethe. Help Jojo and Lili calculate the frog's movements to determine whether the guess they are right. Input FormatThe first line of input consists of a series of integers namely X1, V1, X2, V2, T.X1 and V1 are the initial position and jump speed per second of the first frog.X2 and V2 are the starting position and jump speed per second of the second frog.T is the second when the frog jumps. Output FormatA string…
This method returns a string where a triangle appears on the left size of the diagram, followed by horizontal lines. For example calling DrawingApp.getFlag(9, ‘R’, ‘.’, ‘Y’); will generate the string
You are hired by a game design company and one of their most popular games is The Journey. The game has a ton of quests, and for a player to win, the player must finish all the quests. There are a total of N quests in the game. Here is how the game works: the player can arbitrarily pick one of the N quests to start from. Once the player completes a quest, they unlock some other quests. The player can then choose one of the unlocked quests and complete it, and so on. For instance, let’s say that this game had only 4 quests: A, B, C, and D. Let’s say that after you complete • quest A, you unlock quests [B, D]. • quest B, you unlock quests [C, D]. • quest C, you unlock nothing [ ]. • quest D, you unlock quest [C]. Is this game winnable? Yes, because of the following scenario: The player picks quest A to start with. At the end of the quest A, the unlocked list contains [B, D]. Say that player chooses to do quest B, then the…
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,…
This challenge is based on the classic videogame "Snake". Assume the game screen is an n * n square, and the snake starts the game with length 1 (i.e. just the head) positioned on the top left corner. For example, if n = 7 the game looks something like this: BEGINNING In this version of the game, the length of the snake doubles each time it eats food (e.g. if the length is 4, after eating it becomes 8). Create a function that takes the siden of the game screen and returns the number of times the snake can eat before it runs out of space in the game screen. Examples FIRST MOVE snakefill (3) snakefill (6) - 5 snakefill (24) → 9 3
This challenge is based on the classic videogame "Snake". Assume the game screen is an n * n square, and the snake starts the game with length 1 (i.e. just the head) positioned on the top left corner. For example, if n = 7 the game looks something like this: BEGINNING In this version of the game, the length of the snake doubles each time it eats food (e.g. if the length is 4, after eating it becomes 8). Create a function that takes the siden of the game screen and returns the number of times the snake can eat before it runs out of space in the game screen. Examples FIRST MOVE snakefill (3) snakefill (6) - 5 snakefill (24) → 9 3
Complete the recursive drawBoxes() method so that it will draw all of the boxes in the image below. It currently only draws the first and smallest Box. Feel free to use a different shape if you do not like boxes.
Active buzzer project: Write an algorithm for the below code for all steps. Then write a conclusion (test&debug) for the code. Also, write comments for the code explaining each line.

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