1.2.4 Data Storage (Binary, Hex, Shifts) & Data Representation Flashcards
What is 0101 in denary? (1)
5
What is 11001111 in denary? (1)
207
What is 151 in binary? (2)
10010111 (1 mark per nibble)
What are the rules of binary addition? (4)
0 + 0 = 0. 0 + 1 = 1. 1 + 1 = 0 carry 1. 1 + 1 + 1 = 1 carry 1.
What is an overflow error? (2)
An extra carry bit (1) that cannot fit into the bits provided (1).
Convert 39 from hexadecimal to denary (1)
57
Convert 203 from denary to hexadecimal (2)
CB (one mark per digit)
Convert 10010011 from binary to hexadecimal (2)
93 (one mark per digit)
Convert FA from hexadecimal to binary (2)
11111010 (one mark per nibble)
How can you multiply a binary number by 2? (1)
Move all of the bits 1 place to the left.
How can you divide a binary number by 2? (1)
Move all the bits 1 place to the right.
What is a character set? (1)
The characters a computer system understands / displays.
How many potential characters can you store with a byte? (1)
256
How many potential characters can you store with 7 bits? (1)
128
How many characters can ASCII represent? (1)
128
How many characters can Unicode represent? (1)
256
If the binary code for “A” was 65 what would be the code for “D”?
68
Describe how a character set would be used to store the string “Hello world!” (2)
Each character in a character set has a unique binary value. (1) The binary values of each character are recalled in order. (1)
How are images stored in binary? (3)
The image is split up into pixels. (1) Each pixel is given a binary code. (1) Which represents the colour of that pixel. (1)
What is metadata? (1)
Data about data. Data about an image / sound file.
What might metadata store about an image? (2)
Height (1) width (1) colour depth (1) resolution (1) author (1)
What is the impact of increasing colour depth on an image file? (2)
More colours will be available (1) file size will increase (1)
What is the impact of increasing resolution of an image file? (2)
More pixels will be used, increasing the detail of the image. (1) The file size will increase (1)
How is sound stored in binary? (2)
The height of the sound wave is sampled at regular intervals (1) and converted to binary (1)
What is the impact of increasing the bit depth on an audio file? (2)
The sound reproduced will be closer to the original (1) but file size will increase (1)
What is the impact of increasing the sample rate of an audio file? (2)
The wavelength is sampled more often so the sound reproduced will be closer to the original (1) but file size will increase (1)