How many values can be represented with 3 binary digits?

using 3 binary digits (bits), we can represent (2³ = 8) different values. Because each binary digit takes on one of two possible values (0 or 1), and with three digits, we can 8 different values.

2³ = 8 different values can be represented with 3 binary digits. These values range from 000 (0 in decimal) to 111 (7 in decimal).

Values Represented Using 3-digits in Binary Number System

When you use 3 binary digits (bits), you can represent 8 different values because each bit can take on one of two possible values: either 0 or 1. In a sequence of 3 binary digits, there are 2^3 =8 possible combinations. These combinations range from 000 (0 in decimal) to 111 (7 in decimal).

8 values in binary and decimal form are as follows:

Binary form	Decimal Form
000	0
001	1
010	2
011	3
100	4
101	5
110	6
111	7

Similar Questions

Question 1: How many values can be represented using 2 digit binary?

Solution:

4 different values from 0-3 that can be represented using 2 digit binary.

Question 2: How many values can be represented using 4 digit binary?

Solution:

16 values from 0-15 that can be represented using 4 digit binary.