Conversion to N*N tuple matrix in Python

When it is required to convert an N*N tuple into a matrix, a simple loop and the * operator can be used.

The * operator can be used to get the product of two values. It can also be used to multiple a single value multiple times and display it on the console.

Below is a demonstration of the same −

Example

Live Demo

my_tuple_1 = ((11, 14), (0, 78), (33, 11), (10, 78))

print("The tuple of tuple is : ")
print(my_tuple_1)
N = 4
print("The value of N has been initialized to "+ str(N))

my_result = []
for tup in my_tuple_1 :
   my_result.append( tup +(0, ) * (N - len(tup)))
print("The tuple after filling in the values is: ")
print(my_result)

Output

The tuple of tuple is :
((11, 14), (0, 78), (33, 11), (10, 78))
The value of N has been initialized to 4
The tuple after filling in the values is:
[(11, 14, 0, 0), (0, 78, 0, 0), (33, 11, 0, 0), (10, 78, 0, 0)]

Explanation

• A nested tuple is defined and is displayed on the console.
• The value of 'N' is defined, and displayed.
• Another empty list is created.
• The nested tuple is iterated, and 0 is added after every value, and repeated 'N- len(tuple)' times.
• This is assigned to a value.
• It is displayed on the console.

AmitDiwan

Published on 12-Mar-2021 05:51:44

• Related Questions & Answers
• Matrix creation of n*n in Python
• Split tuple into groups of n in Python
• Dictionary to list of tuple conversion in Python
• How to print a matrix of size n*n in spiral order using C#?
• How to rotate a matrix of size n*n to 90 degree using C#?
• Maximum number of ones in a N*N matrix with given constraints in C++
• Raise a square matrix to the power n in Linear Algebra in Python
• Calculate n + nn + nnn + ? + n(m times) in Python
• Python Program to calculate n+nm+nmm.......+n(m times).
• Print n x n spiral matrix using O(1) extra space in C Program.
• How to rotate a matrix of size n*n to 90-degree k times using C#?
• Chunk Tuples to N in Python
• Find (1^n + 2^n + 3^n + 4^n) mod 5 in C++
• Pow(x, n) in Python
• Construct an identity matrix of order n in JavaScript