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What are the three ways to solve the problem of creating squares of different sizes? 1. Without using modularization. 2. Using processes without ...

What are the three ways to solve the problem of creating squares of different sizes?


1. Without using modularization.
2. Using processes without parameters.
3. Using a single square process that can be given the length of the side in each case.

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Capítulo 6 - Parámetros de Entrada
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Matemática Universidad Nacional de La PlataUniversidad Nacional de La Plata

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The three ways to solve the problem of creating squares of different sizes are: 1. Without using modularization: In this approach, you can create separate functions for each square size, where each function calculates the area of the square based on the given side length. 2. Using processes without parameters: In this method, you can define a global variable for the side length and create a process that calculates the area of the square using this variable. This way, you can change the value of the global variable to create squares of different sizes. 3. Using a single square process that can be given the length of the side in each case: In this approach, you can create a single function that takes the side length as a parameter and calculates the area of the square based on the given length. This way, you can call the function with different side lengths to create squares of different sizes. Remember, these are just three possible ways to solve the problem, and there may be other approaches as well.

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