4Megabyte
1,000 kilobytes
1,000,000 bytes
5Gigabyte
1,000 megabytes
1,000,000,000 bytes
6Terabyte
1,000 gigabytes
1,000,000,000,000 bytes
7Petabyte
1,000 terabytes
1,000,000,000,000,000 bytes
8Why do computers need to convert data into binary form?
It is easy to store two states with electrical components
Computers can only process data in binary format
To be compatible with existing systems
9Sound file size equation
sound file size = sample rate x duration (s) x bit depth
10Image file size equation
image file size = colour depth x image height (px) x image width (px)
11Text file size equation
text file size = bits per character x number of characters
12Capacity refers to...
how much data can be stored on the device
13Bit
a binary digit
the smallest unit a computer can store
either a 1 or 0
14binary
a base 2 number system
a numbering system in which there are only two possible values for each digit: 0 and 1
15Overflow error
An error that occurs when the computer attempts to handle a number that is too large for it
16Denary number range
0-255
18Most significant bit
left-most value in a binary number
holds the highest place value
19Least significant bit
Holds lowest place value
right-most value in a binary number
20Bitmap
Representing an image as a series of pixels, each one stored in binary
21What happens if you increase the colour depth of an image?
The file size increases
22What happens if you increase the resolution of an image?
The file size increases
23Metadata
Additional data stored with an image such as width and height and colour depth
24Bit depth
Number of bits used to store each sample
25Character set
A defined list of characters recognised by the computer hardware and software
26An overflow happens when...
The result of a calculation cannot be stored in a register
27Sampling rate of digitised sound means
Number of samples stored per second
28Image quality
The detail of an image determined by the colour depth and resolution
29Playback quality
The finished quality of the digital sound file
Affected by sample rate and bit-depth
30Resolution
The number of pixels contained on an image expressed in terms of pixels on the horizontal and vertical axis
31Colour depth
The number of bits used to store a single pixel
Determined by the number of colours in the image
32Pixel
A single dot of colour in a bitmap image or on a computer screen
33ASCII
American Standard Code for Information Interchange
a character set
each character is represented by a number
1 character is 8 bits (1 byte)
34Unicode
A character set
Stores characters from all the world languages including ancient languages
in 16-bit unicode, 1 character is 16 bits (2 bytes)
in 32-bit unicode, 1 character is 32 bits (4 bytes)
35Hexadecimal
1 character is 4 bits (a nibble)
36Why is hexadecimal used?
Easier to read for humans
Uses fewer digits to represent a number than binary and therefore is less likely to have input errors
Is easy to convert into binary as each binary nibble is a single digit in hexadecimal
Used to define colours in graphics software, to represent MAC addresses, to display addresses and for checksums
37How do computers encode characters?
ASCII is used as a character set
Each character has a unique binary code
A standard like ASCII is used so that all manufacturers use the same code for each symbol
38Increasing the colour depth does what?
Quality of image improves
File size will increase
Number of colours that can be represented will increase
39analogue to digital sound
An analogue-to-digital converter will capture a sound wave at regular time intervals. This recording is known as a sample
The sound recorded at each sample point is converted to its nearest numeric equivalent
Sample rate is the number of samples recorded in any given period of time. The higher the sample rate, the closer the recorded signal is to the original. Sample rate is measured in hertz