Bit Manipulation Algorithms: DSA

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Paid

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Beginner

Last updated on August 31, 2024 5:01 am

Learn how to operate on bit level and solve complex problems using bitwise operators. This course covers various algorithms and their implementation in Python 3. Perfect for beginner software and hardware aspirants.

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What you’ll learn

  • Crack Problems on Bits and Bytes during coding interviews
  • Understand how to operate on bit level
  • Knowing all the tricks to solve complex problems using bitwise operators simply
  • Implement Bitwise Algorithms using Python 3

Crack the coding rounds and interviews whenever a question on bit manipulation is asked!

Welcome to the specific course on ‘Bit Manipulation Algorithms’. This course will give you a deep understanding on how the numbers work as bits and bytes inside your computer and how to operate on bit level as a programmer?

The course will begin with the basics of converting decimals into bits, operating on those bits using operators such as Bitwise AND, OR, NOT and XOR and the most powerful operators like left and right shifts, the architectural features such as Little Endian and Big Endian.

Problems that are solved using Bitwise Algorithms:

1. Checking whether the two numbers have different signs

2. Clearing the Least Significant Bit

3. Finding out the all alone element in an array

4. Add 1 to the given number without using +1

5. Multiplying a number with 2.5 without using ‘*2.5’

6. Printing whether the given number is a power of 2

7. Finding out the XOR of two numbers without using XOR

8. Count the number of bits that have to be flipped to convert from A to B given two numbers A and B

9. Swap the two nibbles in a byte.

and so on.

The algorithms will be clearly explained and implementation will be done in anyone of your favorite programming languages. A basic knowledge in programming is preferred but not a strong requirement.

Who this course is for:

  • Beginner Software and Hardware Aspirants.

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    Bit Manipulation Algorithms: DSA
    Bit Manipulation Algorithms: DSA
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