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…
An adder is the fundamental building block of many digital systems. An adder is a digital circuit that performs the addition of two numbers. It is easy to design and made up of simple logic gates. A binary adder is a circuit that performs addition on binary numbers only. A parallel binary adder circuit means…
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…
Logic Gates: Logic Gates and Logic Circuits are the building blocks of digital circuits, perform simple logical operations on one or more outputs and produce a single output. With the help of connecting different logic gates, we can perform arithmetic and other logical operations within seconds. Boolean Algebra: The branch of algebra in which the…
Digital Circuit Simplification This is a Boolean expression simplification exercise.There are several Boolean expressions, functions that produce the same results for all possible values in the truth table. In this article, we consider the equipment minimization criteria. Consider the two functions given below. F1 = AB’C + A’BC + A’B’CF2 = A’C + B’C F2…
Introduction: You’ve heard about the number system. Number systems are techniques for representing numbers of a certain type. It is a mathematical notation for representing numbers, consistently using digits or other symbols. Typically we use a decimal number system in our day-to-day life. However, the computer only understands binary numbers. Others are octal and hexadecimal…
Table Of Contents Overview of digital systems Logic levels Digital waveforms Logic families Building blocks of digital circuits Digital electronics is a sub-field of electronics engineering. These circuits use digital signals instead of analog signals, and use binary numbers 1 and 0 for representing ON/OFF states respectively. Boolean Algebra is the basis of digital electronics.…
