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DATA STORAGE - NUMBER 1.2.4.a GCSE

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卡片总数: 13内容版本: v4公开卡包更新时间: 8/1/2026

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#1
正面 (问题)

Show the table for binary conversion

背面 (解答)

128|64|32|16|8|4|2|1

#2
正面 (问题)

What is it called when a binary number is larger than 8 bis (1 byte)

背面 (解答)

An overflow error

#3
正面 (问题)

What is an overflow error

背面 (解答)

When the number of bits doesn’t fit in the space allowed

#4
正面 (问题)

What should you do if an exam asks for an 8 bit and you have an overflow error

背面 (解答)

You should leave out the overflow error

#5
正面 (问题)

How can you write an overflow

背面 (解答)

(1)10001001 (1) - the overflow

#6
正面 (问题)

How does one double a binary number

背面 (解答)

shift the binary number 1 to the left E.g 1001 x2 = 10010

#7
正面 (问题)

How does one divide a binary number

背面 (解答)

shift the binary number 1 to the right E.g 1100 / 2 = 110

#8
正面 (问题)

How does one multiply a binary number by 3

背面 (解答)

shift to left once then add the original number to it E.g 1010 x3 = 1010 x2 = 10100 = 10100+1010 = 11110

#9
正面 (问题)

What is Hexadecimal

背面 (解答)

a base 16 number system

#10
正面 (问题)

What are the 16 possible digits in hexadecimal

背面 (解答)

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

#11
正面 (问题)

What numbers does A B C D E F stand for in hexadecimal

背面 (解答)

A = 10 B = 11 C = 12 D = 13 E = 14 F = 15

#12
正面 (问题)

What does the column headers mulitply by

背面 (解答)

16 256|16|1

#13
正面 (问题)

How do you convert from Binary to Hexadecimal

背面 (解答)

Here is an example to explain 11100101 1110 0101 8+4+2 4+1 14 = E 5 E5 You can do the same for a Hexadecimal to Binary conversion just start from the bottom