Our client wants a program that can implementone of the laws of motion. The program aims tocalculate the distance travelled S by an objectgiven it's initial speed u and acceleration a overa given period time t. Luckily, we have beengiven the equation that can calculate S asfollows:S = (u• t) + (0.5 •a• t?)%3DNote that you don't need to know how the equationabove works at all. Your job is simply to create acode design (not Python code) that would applythe equation above to calculate the distancetravelled S given values for the initial speed u inkm/h, acceleration a in km/hour?, and time t inhours.Start by figuring out what the inputs to thisprogram would be (i.e. what would the user need toenter into the program) and what the output shouldbe. Then create the code design (in English) aswe've done many times in class. Make sure to alsoinclude any appropriate welcoming andinformational messages to the user to guide theuser along and inform the user of what output isbeing provided as discussed and shown in class.Type in your design in the text box below.

Here, as we are focusing on calculating the distance, this will be the output and the right hand…

one of the laws of motion. The program aims to calculate the distance travelled S by an object given it's initial speed u and acceleration a over a given period time t. Luckily, we have been given the equation that can calculate S as follows: S = (u • t) + (0.5 •a• t?) Note that you don't need to know how the equation above works at all. Your job is simply to create a code design (not Python code) that would apply

one of the laws of motion. The program aims to calculate the distance travelled S by an object given it's initial speed u and acceleration a over a given period time t. Luckily, we have been given the equation that can calculate S as follows: S = (u • t) + (0.5 •a• t?) Note that you don't need to know how the equation above works at all. Your job is simply to create a code design (not Python code) that would apply

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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For your first program, you are to write a simple Dodgeball simulation. In this simulation, we will have nplayers, and one ball. One player, the "thrower," will have the ball. The thrower will throw the ball at anotherplayer, the "target." The target could catch the ball, could be hit by the ball, or the ball could completely missthe target. If the target catches the ball, then the thrower is out of the game (and the target becomes the nextthrower.) If the ball hits the target, then the target is out of the game. If the ball misses the target, neitherplayer is out. In the latter two cases, any one can pick up the ball and become the next thrower. The game isover when only one player is left.In this simple version, the players (initially n players) will stand in a circle. The thrower will always countthe players to his/her right, and then throw the ball at the dth player, who becomes the target. The target willalways catch the ball, so that the thrower will be out of the game (and will…
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