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Write a function called triple (in a file called 'triple.m'). That takes a single variable x and returns a single variable in which every element of x is multiplied by 3. Make sure to properly construct the help text for the function in the first comment block. Be sure to include an H1 line.
From within 'hw4.m' write a series of expressions that demonstrate the triple function being used a variety of input including both scalers and arrays. Also make sure to demonstrate that its help text works properly.
Introduction Currently, Omega has 178 stores UK wide. Most cities and large towns within the UK are catered for by Omega. Omega began in 1960's selling various makes of telep
Write a program to use a robot to move the stack of blocks from a source location to a target location, based. Movement of robot arms, picking and dropping, can be controlled usi
1. You have been asked to write a computer program that will figure out the total of an order when given the amount of the order ($200) and a sales tax rate of five percent. I w
Define a Prolog predicate flatten(List, FlattenedList) that asserts List is any nested list of atoms and FlattenedList is the same list with the nesting removed. The atom [] sh
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
Have the user input two values. Store them in variables called savings and expenses, both of data type double. If expenses is less than savings, subtract expenses from savings, o
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
Prepare an XML document that contains calendar information such as the following text describes: The calendar is owned by a person (e.g. John Smith) and has a few paragraphs tha
Pre-order integration on Shopify store We are looking for on-call developers who can integrate Celery on client Shopify stores. Requirements a) Contented editing Shopify them
Determine the solution to the following differential equation. x 2 y′′ + 3xy′ + 4 y = 0 Solution Find the roots to (3) first as generally. r(r -1) + 3r + 4 = 0 r
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