C Basic
C Number Pattern Programs
- C Number Pattern
- C Number Pattern 1
- C Number Pattern 2
- C Number Pattern 3
- C Number Pattern 4
- C Number Pattern 5
- C Number Pattern 6
- C Number Pattern 7
- C Number Pattern 8
- C Number Pattern 9
- C Number Pattern 10
- C Number Pattern 11
- C Number Pattern 12
- C Number Pattern 13
- C Number Pattern 14
- C Number Pattern 15
- C Number Pattern 16
- C Number Pattern 17
- C Number Pattern 18
- C Number Pattern 19
- C Number Pattern 20
- C Number Pattern 21
- C Number Pattern 22
- C Number Pattern 23
- C Number Pattern 24
- C Number Pattern 25
- C Number Pattern 26
- C Number Pattern 27
- C Number Pattern 28
- C Number Pattern 29
- C Number Pattern 30
- C Number Pattern 31
- C Number Pattern 32
- C Number Pattern 33
- C Number Pattern 34
- C Number Pattern 35
- C Number Pattern 36
- C Number Pattern 37
- C Number Pattern 38
- C Number Pattern 39
- C Number Pattern 40
- C Number Pattern 41
- C Number Pattern 42
- C Number Pattern 43
- C Number Pattern 44
- C Number Pattern 45
- C Number Pattern 46
- C Number Pattern 47
- C Number Pattern 48
- C Number Pattern 49
- C Number Pattern 50
- C Number Pattern 51
- C Number Pattern 52
- C Number Pattern 53
- C Number Pattern 54
- C Number Pattern 55
- C Number Pattern 56
- C Number Pattern 57
- C Number Pattern 58
- C Number Pattern 59
- C Number Pattern 60
- C Number Pattern 61
- C Number Pattern 62
C Number Pattern 61
Photo Credit to CodeToFun
C Number Pattern 61
Here`s a program that prints the above number pattern using C Programming:
#include <stdio.h>
int main()
{
int num = 86523;
int reverse = 0;
while(num != 0)
{
reverse = reverse * 10;
reverse = reverse + (num % 10);
printf("%d \n", reverse);
num = num / 10;
}
return 0;
}
💻 Testing the Program
When you run the above program, it will print the following output:
3 32 325 3256 32568
🧠 How the Program Works
Let's break down the logic behind the code:
- The program starts by declaring and initializing variables: num represents the given number, and reverse is initially set to 0 to store the reversed number.
- The program uses a while loop to reverse the digits of the given number.
- Inside the loop, the program multiplies reverse by 10 to shift the existing digits to the left, creating space for the next digit to be added.
- Then, it adds the last digit of num (obtained using num % 10) to reverse, effectively appending the last digit to the reversed number.
- After adding the last digit, the program prints the current value of reverse.
- Next, it divides num by 10 (num = num / 10) to remove the last digit, as it has already been processed and added to reverse.
- The loop continues until num becomes 0, indicating that all the digits have been processed.
- The pattern is created by printing the intermediate values of reverse at each iteration of the loop.
In this pattern, each line represents an intermediate value of the reversed number. Starting with the last digit of the given number, each subsequent line includes one more digit until all the digits of the original number are reversed.
💯 Tips for Enhancement:
Explore the versatility of this pattern by adjusting its parameters. Whether you increase or decrease the size, tweak the spacing, or modify the characters used, each change opens up a world of possibilities, allowing you to customize and create your unique visual effects.
✔ Conclusion:
Creating visually appealing patterns is not only a fun endeavour but also a great way to enhance your programming or design skills. We hope this tutorial has inspired you to explore the world of creative coding. Share your creations with us, and let your imagination run wild!
🤗 Closing Call-to-Action:
We'd love to see your unique interpretations of the number pattern. Share your creations in the comments below, and don't hesitate to reach out if you have any questions or suggestions for future tutorials. Happy coding!
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