Binary numbers are the foundation of all digital systems, and understanding binary arithmetic is critical for anybody interested in computer science or electronics.
Binary Addition
Binary addition works like decimal addition but only involves 0s and 1s. You add from right to left, carrying over a 1 when the sum reaches 2.
Example: 1011 + 1101 = 11000
Binary Subtraction
When subtracting in binary, you may need to borrow, just like in decimal subtraction. If the top digit is smaller, borrow from the next column.
Example: 1101 - 1011 = 0010
Binary Multiplication
Binary multiplication follows a similar process as decimal multiplication, with each row shifted left before adding the results.
Example: 101 × 11 = 1111
Binary Division
Binary division is a process of repeated subtraction.
Example: 10110 ÷ 11 = 111 Remainder 1
For better visualization and understanding watch my YouTube video with the link down below.
-Azat Toroyan
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