lecture 1 and 2: number systems/ code and complements

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Analog Representation

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17 Terms

1

Analog Representation

  • A quantity represented by voltage, current, or meter movement that is proportional to the value of that quantity.

  • Characteristics: Continuous.

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2

Digital Representation

  • Quantities are represented by symbols called digits.

  • Characteristics: Not proportional but represented by discrete values.

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3

Digital Systems

  • A combination of devices that manipulate physical quantities or information in digital forms.

  • Examples: Digital watch, logic gates.

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4

Analog Systems

  • Devices manipulate physical quantities represented in analog form.

  • Examples: Amplifiers, analog watch.

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5
  • Ease of design.

  • Higher resolution and output quality.

  • More error/fault tolerance.

  • Greater flexibility in design and application.

  • Digital signals can be transmitted over long distances.

  • Less noise, distortion, and interference.

Advantages of Digital Systems

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6

Codes

represent numbers, letters, or words using a special group of symbols, often for convenience in representing long and complicated numbers or words.

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7

Straight Binary Coding

represents a decimal number by its equivalent binary number.

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8

Binary Coded Decimal (BCD)

represents each digit of a decimal number by its binary equivalent, offering a fast and efficient way to convert decimal numbers into binary.

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9

Excess-3

is a non-weighted BCD code where 3 is added to each decimal digit, and the result is converted to 4-bit BCD.

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10

Gray Code

is an unweighted code where only one bit changes between consecutive values. It is often used in mechanical switching systems.

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11

ASCII (American Standard Code for Information Interchange)

is a 7-bit code that represents 128 possible characters.

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12

binary addition, multiplication, subtraction, and division.

What are the basic binary arithmetic operations?

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13

he 2’s complement of a binary number

is found by subtracting the number from 2n2^n2n (where n is the number of bits), and it's used for representing negative binary numbers.

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14

10’s complement of a decimal number

is found by subtracting the number from 10n10^n10n (where n is the number of digits).

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15

Unsigned binary numbers

represent only positive values

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16

signed binary numbers

use a sign bit (0 for positive, 1 for negative) to indicate the sign.

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17

sign bit

is an extra bit in signed binary numbers that indicates whether the number is positive (0) or negative (1).

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