👉 Digit computing is the process of converting human-readable numbers (decimals) into their numerical representations, which computers can process. This involves breaking down the number into its constituent digits and assigning each a place value based on its position, similar to how we write numbers in base ten. For example, the number 300 is decomposed into 3 (hundreds place), 0 (tens place), and 0 (ones place). Each digit is multiplied by powers of ten corresponding to its position, and these products are summed to yield the final numerical value. This conversion is fundamental for computers to perform arithmetic operations and communicate data accurately, as they are designed to handle binary (base-2) systems rather than decimal (base-10) systems.
