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Basics

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Total cards: 14•Content version: v4•Public deck•Updated: 8/1/2026

Card preview (14)

#1
Front (Question)

What is the range of Binary numbers What is the the little number you use the represent it When is it used

Back (Answer)

Range - 0 ~ 1 Little number - 2 When is it used - to show flow of electrical signal (1), and absence of electrical signal

#2
Front (Question)

What is the range of Denary (Decimal) numbers What is the little number used to represent it When is it used

Back (Answer)

Range - 0 ~ 9 Little number - 10 When is it used - everyday numbers

#3
Front (Question)

What is the range of Octal What is the little number used to represent it When is it used

Back (Answer)

Range - 0 ~ 7 Little number - 8 When is it used - in setting file permissions

#4
Front (Question)

What is the range of Hexadecimal What is the little number used to represent it When is it used

Back (Answer)

Range - 0 ~ A Little number - 16 When is it used - - helps shorten binary numbers - used in showing error in computer systems - used in IP addresses - used to represent HTML colour codes

#5
Front (Question)

What does ‘Only The Helping Friends’ stand for, and when is it used

Back (Answer)

Only - octal, The - three Helping - Hex, Friends - four - this is used when converting from octal or hex to another number system through Binary

#6
Front (Question)

What does ‘Random Ducks Like Mail’ stand for, and when is it used

Back (Answer)

Random - Right, Ducks - divide Like - Left, Mail - multiply This is used when doing division or multiplication in binary numbers (right shift/left shift)

#7
Front (Question)

What is 2’s complement and when is it used

Back (Answer)

It is when you find the first 1 (in a binary number) and from then you flip all the letter after, starting from the left going to the right. It is used to make a binary number negative

#8
Front (Question)

How do you convert binary to denary

Back (Answer)

You first write down your binary number, then you put numbers starting from 1 and progressively double in (1, 2, 4, 8, 16, 32, 64, 128), the numbers in this sequence which line up with 1 in the binary numbers are added together and the numbers which line up with 0 are discarded

#9
Front (Question)

Denary to Binary

Back (Answer)

You take your denary number and divide it by 2 until you get all the way down to 1, while you are dividing if there is a remainder of 1 you put it by the number. You then get your binary number by writing starting at the 1 (which you divided your way down to) and going up to

#10
Front (Question)

Octal to Binary

Back (Answer)

Starting from the right side of your octal number you convert each number into a three bit binary number. You put all the three bits together, and you have you binary number

#11
Front (Question)

Binary to octal

Back (Answer)

You take your binary number and separate it into groups of three (if not enough numbers you can add 0’s in the front), then you convert each three bit group into its octal number, you but all the octal numbers you get together

#12
Front (Question)

Hexadecimal to Binary

Back (Answer)

You start from the right side and convert each hex number into a 4 bit binary number (if not enough digits add 0’s at the front), you put all your four bit groups together and that makes a binary number

#13
Front (Question)

Binary to Hexadecimal

Back (Answer)

You take your binary number and start from the right side and group the numbers into 4 bit groups, you then convert these to their equivalent in the hexadecimal number system, put all the numbers you get and you have your answer

#14
Front (Question)

How do you convert between denary, octal and hexadecimal

Back (Answer)

You first convert the number to binary then to the other number system