Resources
Products
Tools
The Binary to Decimal Converter Tool is a specialized calculator designed to convert binary numbers (base 2) to decimal numbers (base 10). This tool simplifies the process of binary to decimal conversion by breaking down the steps needed to convert each digit accurately.
To use the converter, enter the binary number (such as 1010 or 1101) into the tool and press the convert button. The tool then performs the conversion by multiplying each binary digit by the power of 2 corresponding to its position, summing these values to produce the decimal value.
For example, if you input the binary number 1010, the tool will convert it into the equivalent decimal number using this method.
Whether you are working with complex math problems or need a quick conversion for a technical task, the Binary to Decimal Converter Tool is a reliable solution. It helps represent numbers accurately across different systems, making it an essential tool for anyone dealing with binary and decimal conversions.
Also check out our similar tool: Decimal to Binary converter.
Binary and decimal numbers are two different number systems commonly used in computing and digital electronics.
Binary numbers use two symbols: digits 0 and 1. Each digit in a binary number is referred to as a bit. Binary numbers are the foundation of all digital systems.
Decimal numbers use ten symbols: digits 0-9. This is the most commonly used number system in everyday life.
To convert a binary number to a decimal number, you can use a binary to decimal converter. This process involves a few steps:
Using this binary to decimal conversion method, you can convert any binary number to its decimal equivalent. The converter tool automates this process, ensuring quick and accurate results. Whether for academic purposes, professional use, or personal interest, this tool is invaluable for handling binary to decimal conversions.
Binary | Decimal |
---|---|
0000 | 0 |
0001 | 1 |
0010 | 2 |
0011 | 3 |
0100 | 4 |
0101 | 5 |
0110 | 6 |
0111 | 7 |
1000 | 8 |
1001 | 9 |
1010 | 10 |
1011 | 11 |
1100 | 12 |
1101 | 13 |
1110 | 14 |
1111 | 15 |
10000 | 16 |
10001 | 17 |
10010 | 18 |
10011 | 19 |
10100 | 20 |
10101 | 21 |
10110 | 22 |
10111 | 23 |
11000 | 24 |
11001 | 25 |
11010 | 26 |
11011 | 27 |
11100 | 28 |
11101 | 29 |
11110 | 30 |
11111 | 31 |
100000 | 32 |
100001 | 33 |
100010 | 34 |
100011 | 35 |
100100 | 36 |
100101 | 37 |
100110 | 38 |
100111 | 39 |
101000 | 40 |
101001 | 41 |
101010 | 42 |
101011 | 43 |
101100 | 44 |
101101 | 45 |
101110 | 46 |
101111 | 47 |
110000 | 48 |
110001 | 49 |
110010 | 50 |
110011 | 51 |
110100 | 52 |
110101 | 53 |
110110 | 54 |
110111 | 55 |
111000 | 56 |
111001 | 57 |
111010 | 58 |
111011 | 59 |
111100 | 60 |
111101 | 61 |
111110 | 62 |
111111 | 63 |