The Simple Matrix Project in .c

-Project can be compiled and running on windows and linux based operating system.

-Files (.txt) should be remaked and available even if they are not in the folder.

1)Make a matrix dynamic memory management

2)User will enter the width and length of matrix

3)Matrix elements should be filled with random numbers between 5 and 40000 (Forty thousand) according to the dimensions entered by the user and

Matrix should be sorted by Bubble Sort

4)Transpose of the made matrix should be taken, the first version of matrix and transposed version of the matrix should be printed on “[login to view URL]”.

When the process is complete, “printing is complete!” warning should be given.

5)If rhere are Kaprekar numbers in the transposed matrix, they should be printed in the "[login to view URL]" file.

If there aren't any Kaprekar number, “No Kaprekar Number” warning should be given.

---"[login to view URL]" example---


2 3 1

6 2 4

3 8 0

Transposed Matrix

2 6 3

3 2 8

1 4 0

---Kaprekar number rule---

Square of a positive k integer is M integer. If the sum of any two parts (greater than zero) of this M integer gives the number k, this number called as kaprekar.

Example Kaprekar numbers are as follows;

The number 9 is a kaprekar number because 9^2 = 81 and 8 + 1 = 9

The number 297 is a kaprekar number because 297^2 = 88209 and 88 + 209 = 297

The number 4879 is a kaprekar number because 4879^2 = 23804641 and 238 + 4641 = 4879

(!!!) The number 10, 100, 1000, 10000 is not a kaprekar number.

10^2 = 100 and 10 + 0 = 10

100^2 = 10000 and 100 + 00 = 100

1000^2 = 1000000 and 1000 + 000 = 1000

10000^2 = 100000000 and 10000 + 0000 = 10000

Because of the second part is 0, it is not accepted!

you can ask the places you do not understand by sending me a message

Skills: C Programming, Software Architecture, Algorithm, Engineering

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( 0 reviews ) Mugla, United States

Project ID: #25647031

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