What Is The Decimal Equivalent Of The Binary Number 10010101?

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What is the decimal equivalent of the binary number 10010101?149.Answer:The binary number 10010101 is equal to the decimal number 149 such as 128+16+4+1 =149.The binary number is described as the number which is displayed in the form of a binary system as the base 2 number. The value is described in two different digits as 1 (one) and 0(zero). the base 2 is defined as a notation along with radix 2.

The binary system is implemented on almost all types of computers and other devices that are related to the computer because it is directly involved in the electronic circuits with the help of logic gates. The digits are known as the bit.

Let’s take an example: convert 6 to the binary number:

6 in the binary form are 110

_{2}4 is the decimal number and the decimal system is represented in the form of digits from 0 to 9. but the binary system is represented only in two digits 0 and 1. let’s take a look at how to convert 6 to the binary numbers:

At first, you need to divide the digit 6 by. With the help of an integer, the quotient uses the divided first number for the next number and continues until the quotation is equal to 0.

DividendRemainderIn the next step write the remainder in the reverse order starting from the bottom to the top.in it the least significant is 0 and most significant is 1. the decimal number 6 in binary form is 110

_{2.}To calculate the number of bits in the binary number 6 it is done by counting the zeros and ones. In this, the number of bits is 3 because one 0 and two 1 are present in this binary system.