
AQA GCSE Images
Presentation
•
Computers
•
11th Grade
•
Practice Problem
•
Hard
Louise Lockwood
Used 4+ times
FREE Resource
13 Slides • 0 Questions
1
• Convert these binary
numbers to denary
1. 01000111
2. 00110100
3. 00011011
4. 10010001
Extension – convert to hex
Starter
2
1. 71
2. 52
3. 27
4. 145
Extension:
1. 47 2. 34 3. 1B 4. 91
Starter - Answers
3
4
Pixels
•A bitmap graphic is composed of tiny squares, called pixels
•A pixel is a tiny dot of colour
5
Pixels & File size
•The computer stores information about the colour value of every pixel in the image
•This can mean a large file size
6
Representing Images
7
Creating an image
• Each pixel is given a binary value
•Each value represents a different colour
• Using one bit per pixel
allows only 2 values, 0 and 1
1 = White, 0 = Black
8
Colour Depth – The number of
bits per pixel
• More bits per pixel = more
colour combinations
1 bit = 2 Colours
3 bits = 8 Colours
•
4 bits = 16 Colours
• How many bits per pixel
required for 256 colours?
•
8 bits
11 11 11 11 11 11 11 11 11
11 11 11 00 00 11 11 11 11
11 11 11 11 00 10 11 11
11 11 01 01 01 10 10
11 01 01 01
11 01
11
00 =
11 =
01 =
10 =
9
24 bit colour
• Most images have 24 bit colour which allows over 16
million colours.
10
Colours vs file size
• What if each pixel was
one of 256 colours?
• How does the number
of colours affect file
size?
1111111111
1111001111
1110000111
1100110011
1100110011
1100000011
1100000011
1100110011
1100110011
1111111111
11
Resolution
• The resolution describes how big the pixels are in
the image.
• The higher the resolution the better quality the image
is.
• Resolution is usually measures in pixels per inch.
12
Screen and print resolution
• Monitors display images at 72dpi
• Printers print images at over 300dpi
• Glossy magazine covers can print at 1200dpi
13
File size
• In order to work out the image size you would need to
know:
•
The size of the grid (width and depth)
•
The number of bits per pixel for the colour depth
• For instance an image which is 1000 x 800 pixels with a
16 bit colour depth would be:
•
(1000 x 800) x 16 = 12,800,000 bits
•
This is more commonly written as 12MB.
• Convert these binary
numbers to denary
1. 01000111
2. 00110100
3. 00011011
4. 10010001
Extension – convert to hex
Starter
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