binary number to decimal converter

Binary to decimal conversion is an essential process in computing and digital systems, enabling the interpretation of binary (base-2) numbers into their decimal (base-10) equivalents. This conversion is performed by evaluating each digit of the binary number as a power of 2, starting from the rightmost digit, which is assigned 0. Check out https://fromtotools.com/number-system/binary-to-decimal

, and moving leftward, with the power increasing incrementally. Each binary digit (either 0 or 1) is then multiplied by its corresponding power of 2, and the results are summed to obtain the decimal equivalent. For example, consider the binary number
10110
10110. Begin by assigning powers of 2:
22. This method is widely used in computing, where binary serves as the foundational language of machines, while decimal is the numerical system most familiar to humans. Binary-to-decimal conversion is crucial in programming, digital electronics, and networking, enabling data stored and processed in binary to be understood and represented in human-readable formats. Whether designing digital circuits, debugging code, or interpreting network addresses, this conversion bridges the gap between machine and human logic, making it a cornerstone of modern technology.