Which of the following is true of how computers represent numbers?

1. How do computers represent numbers?
2. How are numbers represented in computer memory?
3. What do computers use to represent numbers or other data?
4. Do computers represent numbers using base 2?

How do computers represent numbers?

Computers use binary (base 2) number system, as they are made from binary digital components (known as transistors) operating in two states - on and off. In computing, we also use hexadecimal (base 16) or octal (base 8) number systems, as a compact form for representing binary numbers.

How are numbers represented in computer memory?

A piece of computer memory can be represented by a series of 0's and 1's, with one digit for each bit of memory; the value 1 represents an “on” bit and a 0 represents an “off” bit. This notation is described as binary form.

What do computers use to represent numbers or other data?

Digital devices represent numeric data using the binary number system, also called base 2. The binary number system only has two digits: 0 and 1. No numeral like 2 exists in the system, so the number “two” is represented in binary as 10 (pronounced “one zero”).

Do computers represent numbers using base 2?

After the computer processes the input it again converts the processed data from binary to decimal and produces this as an output. Thus it is true that the computers represent numbers using base 2 2 2 representations.