Convert decimal number to binary number. 68,984.
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Answer:
The decimal and binary number systems are two of the most used numbers systems across the world. The decimal system is the most familiar to us, and is used almost everywhere in our day-to-day calculations. It has a base of 10 - i.e., 10 numerical characters, or 0, 1, 2, 3, 4, 5, 6, 7, 8 and 9.
On the other hand, the binary number system is used extensively in machine-level programming. It has a base of 2, i.e., two numerical characters - 0 and 1.
Almost every computer and digital device is powered by the binary system, because it is very easy to implement in electronic circuits via logic gates. In computers, every digit of a binary number is called a 'bit'. For example:
10 is a 2-bit binary number, where 1 and 0 are bits110 is a 3-bit binary number11011 is a 5-bit binary number
There are several methods and programs for converting decimal numbers to binary, and vice-versa. Let's first take a look at the most common method used for conversion, and then delve deeper into the math behind the decimal-binary conversion.