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Digital techniques and systems have the advantage of being relatively much easier to design,_(a) data transfer, better noise immunity, easier storage of data and ease of fabrication in integrated circuit form leading to availability of more complex function in a smaller size. Most physical quantities such as temperature, force, (b) and velocity are analogue in nature. That is why analogue variables need to be (c) if we want the benefits of digital techniques. The study of number system is important in understanding how data are represented before they are processed by the digital system. Discussion usually start with the decimal number system. Although it is not important from the viewpoint of digital electronics, it will explain some of the underlying concepts used in other number systems such as binary, octal and (d) number systems. While the binary system of representations is the most extensively used one in the digital systems, octal and hexadecimal number systems are commonly used for representing groups of binary_(e) as the binary system becomes cumbersome to handle when used to represent (f) numbers. To overcome this shortcoming, and also to perform many other special functions, several binary codes have evolved over the years to represent numeric data such as BCD and (g) codes and alphanumeric data such as (h) as well as codes used to perform special function such as error detection and correction codes.

Digital techniques and systems have the advantage of being relatively much easier to design,_(a) data transfer, better noise immunity, easier storage of data and ease of fabrication in integrated circuit form leading to availability of more complex function in a smaller size. Most physical quantities such as temperature, force, (b) and velocity are analogue in nature. That is why analogue variables need to be (c) if we want the benefits of digital techniques. The study of number system is important in understanding how data are represented before they are processed by the digital system. Discussion usually start with the decimal number system. Although it is not important from the viewpoint of digital electronics, it will explain some of the underlying concepts used in other number systems such as binary, octal and (d) number systems. While the binary system of representations is the most extensively used one in the digital systems, octal and hexadecimal number systems are commonly used for representing groups of binary_(e) as the binary system becomes cumbersome to handle when used to represent (f) numbers. To overcome this shortcoming, and also to perform many other special functions, several binary codes have evolved over the years to represent numeric data such as BCD and (g) codes and alphanumeric data such as (h) as well as codes used to perform special function such as error detection and correction codes.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Read the article below and fill in the blanks with suitable words from the given list. You may not use the same word more than once. List of words Gray special large bits pressure digitized converted decimal transmit hexadecimal ASCII synchronized lightning efficient quinary colour Digital techniques and systems have the advantage of being relatively much easier to design, _(a) data transfer, better noise immunity, easier storage of data and ease of fabrication in integrated circuit form leading to availability of more complex function in a smaller size. Most physical quantities such as temperature, force, (b) and velocity are analogue in nature. That is why analogue variables need to be (c) if we want the benefits of digital techniques. The study of number system is important in understanding how data are represented before they are processed by the digital system. Discussion usually start with the decimal number system. Although it is not important from the viewpoint of digital electronics, it will explain some of the underlying concepts used in other number systems such as binary, octal and (d) number systems. While the binary system of representations is the most extensively used one in the digital systems, octal and hexadecimal number systems are commonly used for representing groups of binary__(e) as the binary system becomes cumbersome to handle when used to represent (f) numbers. To overcome this shortcoming, and also to perform many other special functions, several binary codes have evolved over the years to represent numeric data such as BCD and (g) codes and alphanumeric data such as (h) as well as codes used to perform special function such as error detection and correction codes.
Transcribed Image Text:Read the article below and fill in the blanks with suitable words from the given list. You may not use the same word more than once. List of words Gray special large bits pressure digitized converted decimal transmit hexadecimal ASCII synchronized lightning efficient quinary colour Digital techniques and systems have the advantage of being relatively much easier to design, _(a) data transfer, better noise immunity, easier storage of data and ease of fabrication in integrated circuit form leading to availability of more complex function in a smaller size. Most physical quantities such as temperature, force, (b) and velocity are analogue in nature. That is why analogue variables need to be (c) if we want the benefits of digital techniques. The study of number system is important in understanding how data are represented before they are processed by the digital system. Discussion usually start with the decimal number system. Although it is not important from the viewpoint of digital electronics, it will explain some of the underlying concepts used in other number systems such as binary, octal and (d) number systems. While the binary system of representations is the most extensively used one in the digital systems, octal and hexadecimal number systems are commonly used for representing groups of binary__(e) as the binary system becomes cumbersome to handle when used to represent (f) numbers. To overcome this shortcoming, and also to perform many other special functions, several binary codes have evolved over the years to represent numeric data such as BCD and (g) codes and alphanumeric data such as (h) as well as codes used to perform special function such as error detection and correction codes.
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