Create a python program that creates the following pattern based on a given one user input....

  

Transcribed Image Text:

Create a python program that creates the following pattern based on a given one user input. e.g. user input: n= 5 * * ** n - 1 = 4 n = 5 n - - 1 = 4 Function 1 Function 2 Function 3 The pattern shown above is made of three patterns and will be created by calling three separate functions. Function 1, uses input n and creates a mirrored upright triangle. In this example as the input n is 5 then the pattern will be with n - 1 = 4 x 4 sides as such: The second part is created by Function 2 which uses the input m to create an empty square. In this example when the input n is 5 it created an empty 5 x 5 as such: ***** The second part is created by Function 2 which uses the input m to create an empty square. In this example when the input n is 5 it created an empty 5 x 5 as such: ***** * * * * * ***** The third part is made by Function 3 which prints and inverted mirrored triangle. In this example as the input n is 5 then the pattern will be with n - 1 = 4 x 4 sides as such: **** *** ** ★ Note the final structure needs to be right-justified (i.e. lined up onto the right edge). * * * * ** ***** *** **** * ***** **** *** ** * right-justified as show everything lined up to the right edge Search documents and file names for Create a python program that creates the following pattern based on a given one user input. e.g. user input: n= 5 * * ** n - 1 = 4 n = 5 n - - 1 = 4 Function 1 Function 2 Function 3 The pattern shown above is made of three patterns and will be created by calling three separate functions. Function 1, uses input n and creates a mirrored upright triangle. In this example as the input n is 5 then the pattern will be with n - 1 = 4 x 4 sides as such: The second part is created by Function 2 which uses the input m to create an empty square. In this example when the input n is 5 it created an empty 5 x 5 as such: ***** The second part is created by Function 2 which uses the input m to create an empty square. In this example when the input n is 5 it created an empty 5 x 5 as such: ***** * * * * * ***** The third part is made by Function 3 which prints and inverted mirrored triangle. In this example as the input n is 5 then the pattern will be with n - 1 = 4 x 4 sides as such: **** *** ** ★ Note the final structure needs to be right-justified (i.e. lined up onto the right edge). * * * * ** ***** *** **** * ***** **** *** ** * right-justified as show everything lined up to the right edge Search documents and file names for

Answer rating: 100% (QA)

Sure to complete this task we can write a Python program that defines three functions one for each p... View the full answer