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Write a script called 'prob2.m' that asks the user if they wish to clear the variables in the workspace. If the user responds with the strings 'y' or 'yes' then the workspace should be cleared. After the workspace is cleared the script should display the string 'Workspace cleared.' If the user responds with the strings 'n' or 'no' then the work space should not be cleared and the script should display the string 'Workspace not cleared.' If the user enters anything else, the script should say that the 'Input was not understood.' You should implement this using an if-else construction.
In the file 'hw4.m' first issue a command that lists all the variables currently in the workspace. Then execute execute 'prob2.m'. Finally, to see if your script did what it was supposed to, redisplay a list of all the variables in the workspace.
Do you guys do linux projects?
We want a program that will allow us to print a "grade list" of the students in a class. The program should loop, asking for a name, midterm score, and final score. It should th
please decode the following as it is answer for my assisgnment for python: Ñò üOLOc @ s‚ d „ Z d „ Z g Z xYe oQe ƒ e d ƒ i ƒ Z e d j oI e d
Play is as follows: 1.) Player places a bet a. Bet is on one of three choice i. "Player" will win ii. "Banker" will win iii. Tie between the "Player" and the "Banker
Problem Solving 1. Write Pascal code that accepts as input the names of the students, course work score and exam score for a unspecified number of students who have taken a subjec
I WANT TO MAKE PROJECT IN ARM LANGUAGE CAN YOU HELP ME
Your task is to write an application to analyse texts in a file. Your application will employ several kinds of text-analyser objects (which you also have to implement) as descri
1. Write a function that converts a character array to a signed decimal integer. Function prototype must be as follows: int asciiToInt( char *str, unsigned char* eflag) YOU MAY NO
Example : Solve the following differential equation. y (3) - 12 y''+48 y' + 64 y = 12 - 32 e -8t + 2 e 4t Solution : We first require the complementary solution
(a) Define a procedure (subsets x) that takes a list as a single argument and returns all 2^n subsets of that list, i.e. the power set of the list; e.g. (subsets '(a b c)) ==> (
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