1.2.4 Data Storage Flashcards

1
Q

Denary

A

Standard number system with 10 different digits

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2
Q

Which digits are in denary

A

0,1,2,3,4,5,6,7,8,9

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3
Q

What base is denary

A

Base-10

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4
Q

Which digits are in binary

A

0,1

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5
Q

Overflow error

A

When a result requires more bits than the computer expects during binary arithmetic

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6
Q

How do computers show that an overflow error has occurred

A

Overflow flags

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7
Q

How do computers deal with overflow errors

A

They store the extra bits somewhere else

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8
Q

What can overflow errors cause

A

-Loss of data
-Loss of accuracy in calculation
-Crash software

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9
Q

Binary shift

A

Every bit in a binary number is moved left/right a number of places

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10
Q

What are gaps in a binary shift filled in with

A

0s

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11
Q

What happens to a binary number in a left shift

A

It is doubled

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12
Q

What happens to a binary number in a right shift

A

It is halfed

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13
Q

What may a binary left shift cause

A

A binary overflow

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14
Q

Which base is hexadecimal

A

Base-16

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15
Q

Advantages of hexadecimal

A

-Simpler to remember large numbers
-Hex numbers are shorter so less chance of input errors
-Easier to convert to binary

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16
Q

Which digits are in hexadecimal

A

0,1,2,3,4,5,6,7,8,9,A,B,C,D,E,F

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17
Q

Hexadecimal A in denary

A

10

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18
Q

Hexadecimal B in denary

A

11

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19
Q

Hexadecimal C in denary

A

12

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20
Q

Hexadecimal E in denary

A

14

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21
Q

Hexadecimal F in denary

A

15

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22
Q

What are words and strings made of

A

Alphanumeric Characters

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23
Q

Examples of alphanumeric characters

A

Upper and lowercase letters, the digits 0-9 and symbols (?,+,£…)

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24
Q

Why can’t computers directly process alphanumeric characters

A

They only process binary code

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25
How do computers process characters
They are converted into binary code
26
Character set
Collections of characters that a computer recognises from their binary representation
27
What happens when you press a button on your keyboard
A binary signal is sent to the computer telling it which key you pressed. The computer then uses the character set to translate the binary code into a particular character
28
What is each character of ASCII represented in
7-bit binary code
29
Why is an extra bit (0) added to the front of binary code in ASCII
It means each ASCII character is 1 byte
30
How many characters are there in ASCII
128
31
Unicode
-Tries to cover every possible character or symbol that might be written -Uses multiple bytes for each character
32
Why is Unicode so useful
It covers all major languages (including those which use a completely different alphabet)
33
What is significant about the first 128 lines of Unicode
They are the same as ASCII
34
ASCII bits per character
8
35
Text file size (in bits) formula
Bits per character x number of characters
36
Bitmap image
Made up of lots of tiny dots (pixels)
37
What is the colour of each pixel represented by in a bitmap image
Binary code
38
Colour depth
Number of bits used for each pixel represented
39
Total number of colours formula
2^n (where n=colour depth)
40
Image resolution
The number of pixels in the image
41
Image resolution formula
Width x height
42
Image file size (in bits) formula
Image resolution x colour depth
43
Metadata
Information stored in an image file which helps the computer recreate the image on screen from the binary data in each pixel
44
What is included in metadata
-File format -height -width -colour depth -resolution
45
What would happen if an image did not have metadata
Devices would not be able to display them as intended
46
Analogue signal
Pieces of continually changing information
47
What type of signal before being recorded
Analogue
48
What do computers convert analogue signals into
Digital data
49
Why must analogue signals be converted into digital data
Computers must be able to read and store sound files
50
What converts analogue signals to digital data
Analogue to digital converters
51
Sampling
The process of converting analogue to digital
52
What happens when analogue signals are converted into digital data
Lots of data is lost
53
How to improve the quality of digital data
Take samples more regularly
54
Sample rate
The number of samples you take in a second
55
What is sample rate measured in
Hz
56
What is sample rate also called
Sampling frequency
57
Bit depth (sound files)
The number of bits available for each sample
58
Sound file size (in bits) formula
Sample rate (Hz) x bit depth x duration(seconds)
59
What happens when you increase the sample rate
-The analogue recording is sampled more often -The samples will be better quality -The samples will more closely match the original -The file size will increase
60
What happens when you increase the bit depth of a sound file
-Quieter sounds are picked up -Closer to the quality of the analogue recording -File size increases