Blog

  1. C `qsort()` vs C++ `sort()`: A Comprehensive Comparison

    Sorting is a fundamental operation in computer science, used in various applications ranging from simple data processing to complex algorithms. In the C and...

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  2. Ratio Manipulations in C++ | Set 2 (Comparison)

    In the previous installment of our series on ratio manipulations in C++, we explored the basic concepts and operations related to ratios. In this blog post, we...

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  3. Print first n numbers with exactly two set bits

    In the realm of bit manipulation in computer programming, a common and interesting problem is to find and print the first `n` numbers that have exactly two set...

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  4. Find Last Digit of \(a^b\) for Large Numbers

    When dealing with large numbers \(a\) and \(b\), calculating \(a^b\) directly is often impractical due to memory and computational limitations. However, we are...

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  5. Flip Binary Tree: A Deep Dive into Tree Manipulation

    In the world of data structures, binary trees are a fundamental concept with a wide range of applications, from search algorithms to hierarchical data...

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  6. GCD and Fibonacci Numbers

    In the world of mathematics and computer science, the concepts of the Greatest Common Divisor (GCD) and Fibonacci numbers hold significant importance. The GCD...

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  7. Counting the Number of Solutions of \(x^{2}\equiv1\pmod{p}\) in a Given Range

    In number theory, congruence equations play a crucial role. One such fundamental congruence is \(x^{2}\equiv1\pmod{p}\), where \(p\) is a prime number....

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  8. Latin Square: A Comprehensive Guide

    A Latin square is a fascinating concept in combinatorics with numerous applications in various fields such as experimental design, cryptography, and...

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  9. Juggler Sequence: An In - Depth Exploration

    In the vast landscape of number sequences, the Juggler Sequence stands out as an interesting and somewhat mysterious concept. First introduced by British...

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  10. Printing the Source Code of a C Program Itself

    In the world of programming, there are often fascinating challenges that push the boundaries of what we think is possible. One such interesting concept is...

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