Binary Decimal Converter

Binary Decimal Converter Binary numbers are numbers different from the decimal numbers. In the binary number system, any number is represented with the combination of 1 and 0 only. However the number system which we generally use is the decimal number system and here we use all the digits starting from 0 to 9. The binary decimal converter is the method in which any binary number can be converted to its decimal number. Example 1: Convert the given binary number into decimal number 11001. To convert the given binary number to a decimal number, we can use the method known as the Doubling method. Start from the binary number on the left (0 * 2) + 1 = 1 Now multiply the previous answer 1 with 2 and add the binary number (1 * 2) + 1 = 3 (3 * 2) + 0 = 6 (6 * 2) + 0 = 12 (12* 2) + 1 = 25 Hence the binary number 11001 is equal to the decimal number which is 25. Example 2: Convert the given binary number into decimal number 101011. Start from the binary number on the left, and multiply the previous answer 1 with 2 and add the binary number. (0 * 2) + 1 = 1 (1 * 2) + 0 = 2 (2 * 2) + 1 = 5 (5 * 2) + 0 = 10 (10* 2) + 1 = 21 (21* 2) + 1 = 43 Hence the binary number 101011 is equal to the decimal number which is 43(base10).