Data Representation Flashcards

(25 cards)

1
Q

What is hexadecimal?

A

Number system using digits 0-9 and A-F

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2
Q

What is a bit?

A

Single binary digit 0 or 1

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3
Q

What is a byte?

A

8 bits

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4
Q

What is character encoding?

A

Method of storing text in binary

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5
Q

Give examples of character encoding?

A

ASCII Unicode

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6
Q

What is ASCII?

A

7 or 8-bit code representing characters

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7
Q

What is Unicode?

A

Encoding supporting characters from multiple languages

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8
Q

How is an image represented?

A

As a grid of pixels with color values

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9
Q

What is resolution?

A

Number of pixels in an image

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10
Q

What is color depth?

A

Number of bits per pixel

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11
Q

How is sound represented?

A

Sampled and converted to binary values

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12
Q

What is sample rate?

A

Number of sound samples taken per second

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13
Q

What is file size calculation?

A

Resolution × color depth or sample rate × duration

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14
Q

What is compression?

A

Reducing file size

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15
Q

What is lossy compression?

A

Data lost but smaller file size

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16
Q

What is lossless compression?

A

All original data retained

17
Q

What is integer representation?

A

Storing whole numbers in binary

18
Q

What is two’s complement?

A

Method for representing negative numbers in binary

19
Q

What is overflow?

A

Number too large to fit in given bits

20
Q

What is hexadecimal used for?

A

Simplifying binary representation

21
Q

What is binary arithmetic?

A

Adding subtracting multiplying dividing in binary

22
Q

What is floating point?

A

Binary representation of decimals

23
Q

Why is data representation important?

A

Computers can only process data such as texts, images and sound in the form of binary. Because of this, data has to be converted to binary so it can be processed, stored and transmitted.

24
Q

What does a left shift do?

A

Multiplies the binary number and moves them all one to the left and a zero is added on the right. E.g. 1100, 1000

25
What does a left shift do?
Divides the number by moving it once to the right, removing the bit that was on the right and adding a zero on the left. E.g. 1011, 0101