How to use: Octal to Decimal and Decimal to Octal Converter Decimal to Octal Clear Octal to Decimal Clear What are octal and decimal number systems? Octal System (Base 8): It employs eight digits, 0 through 7, to express numerical values. In an octal number, each digit represents a power of 8. The least significant…
Boolean algebra is a branch of mathematics that deals with binary variables (0 and 1) and logical operations (AND, OR and NOT). Unlike regular algebra, where values can vary, Boolean algebra uses only two states: 0 (false) and 1 (true). Importance of Boolean algebra in digital electronics cannot be overstated. This binary logic forms the…
It is one of the simplest and easy to number base conversion calculator. It will instantly produce results in all number systems. Let’s delve into the details of number conversion. In the end I have written all the FAQs based on this topic. Binary Number Octal Number Decimal Number Hexadecimal Number Clear A number base,…
This is my first post on binary arithmetic. In this post, I will explain the addition of binary numbers with some solved examples. Key Questions: Binary Addition Rules Binary addition is the same as it is in decimal numbers. It’s a simple and easy task. Have a look at the table. Here are some rules…
How to use: Octal to binary: Binary to Octal: Octal to Binary and Binary to Octal Converter Octal to Binary Clear Binary to Octal Clear What are octal and binary number systems? Binary System (Base 2): The binary system, also termed base-2, relies on two digits, 0 and 1, to denote numerical values. Each digit…
The conversion between binary numbers and octal numbers is an effortless and straightforward task. Let’s start. Key Questions: Octal numbers 00 01 02 03 04 05 06 07 Binary numbers 00 01 10 11 100 101 110 111 Binary to Octal Conversion: The conversion method is to make a group of three bits. But why…
Example#01:4859)10= ?)16 4859/16 =303 remainder 11)10=B)16 303/16= 18 remainder 15)10=F)16 18/16=1 remainder 2)10=2)16 Look at the highlighted numbers 12FB)16 Answer 4859)10= 12FB)16 Example#02:23456.235)10= ?)16 Solve integer part using division by 16 23456/16=1466 remainder 0 =0)16 1466/16=91 remainder 10)10=)16 91/16=5 reminder 11)10=B)16 Look at the highlighted numbers 5BA0)16 Mantissa will be calculated by using repeated multiplication…
The conversion between hexadecimal and binary number systems is an easy task. Let’s start. Key Questions: Convert binary numbers into hexadecimal numbers Convert hexadecimal numbers into binary numbers How to convert binary fractions into hexadecimal fractions How to convert hexadecimal fractions into binary fractions Hexadecimal numbers 00 01 02 03 04 05 06 07 Binary…
This topic is a continuation of the number system. I will explain and provide some examples of how to convert from binary to decimal and decimal to binary. It is a very easy and interesting topic. Anyone can understand easily Key Questions How do I convert binary numbers into decimal numbers? How do I convert…
Introduction: Boolean Algebra is a mathematical language of digital systems. To design digital logic systems, the study of Boolean Algebra is imperative. It is one of the primitive tools for a logic designer, to design, analyze and simplify the logic. Outline: Three Basic Gates | Three Basic Operations In Boolean Algebra: Boolean Inversion | The…
