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Unit 3 - Units & Data Representation

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Total cards: 24•Content version: v4•Public deck•Updated: 8/1/2026

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#1
Front (Question)

How many bits form a byte?

Back (Answer)

8 bits form a byte.

#2
Front (Question)

How many bytes form a kilobyte?

Back (Answer)

1000 bytes form 1 kilobyte.

#3
Front (Question)

How many combinations can 4 bits (nibble) produce?

Back (Answer)

4 bits (a nibble) can produce 16 different combinations.

#4
Front (Question)

How many combinations can 8 bits (1 byte) produce?

Back (Answer)

8 bits (1 byte) can produce 256 different combinations.

#5
Front (Question)

How many base numbers are there in denary?

Back (Answer)

Denary has a base 10 number system.

#6
Front (Question)

How many base numbers are there in hexadecimal?

Back (Answer)

Hexadecimal is a base 16 number system (0-9 and then A-F).

#7
Front (Question)

How many base numbers are there in binary?

Back (Answer)

Binary has a base 2 number system (0 and 1).

#8
Front (Question)

How do you calculate the largest number that can be held in a certain amount of bits?

Back (Answer)

To find the largest number of bits, you do 2^n, where n is the number of bits available.

#9
Front (Question)

Which numbers are stored in one bit?

Back (Answer)

0 and 1 are numbers that are stored in one bit.

#10
Front (Question)

How many bits are there in a nibble?

Back (Answer)

There are 4 bits in a nibble.

#11
Front (Question)

How many bits are there in a byte?

Back (Answer)

There are 8 bits in a byte.

#12
Front (Question)

What are the units after a kilobyte?

Back (Answer)

The units after a kilobyte are megabyte (MB), gigabyte (GB), terabyte (TB), and petabyte (PB).

#13
Front (Question)

What is zero as an 8 bit binary number?

Back (Answer)

0000 0000 is zero represented as an 8 bit binary number.

#14
Front (Question)

What is 255 in binary?

Back (Answer)

1111 1111 is 255 represented in binary.

#15
Front (Question)

What is 39 as an 8 bit number?

Back (Answer)

0010 0111 is 39 represented as an 8 bit binary number. (32+4+2+1)

#16
Front (Question)

How can you tell if a binary number is odd or even?

Back (Answer)

Even numbers will not have a 1 at the end, whereas odd numbers will.

#17
Front (Question)

Convert “F” from hexadecimal to denary.

Back (Answer)

F in hexadecimal is 15 in denary.

#18
Front (Question)

Convert 10 from denary to hexadecimal.

Back (Answer)

10 in denary is A in hexadecimal.

#19
Front (Question)

What is 27 (hex) in denary?

Back (Answer)

27 (hex) in denary is 39. (2x16+7)

#20
Front (Question)

What is 3B in binary? (workings needed)

Back (Answer)

3B is equal to 001 1011 (split the hex characters into nibbles)

#21
Front (Question)

What is C (hex) in denary?

Back (Answer)

C in hexadecimal is 12 in denary.

#22
Front (Question)

What is 2B (hex) in denary?

Back (Answer)

2B (hexadecimal) is 43 in denary. (16x2 + 1x11 = 32+11 =43)

#23
Front (Question)

What is 1010 0011 in hexadecimal?

Back (Answer)

1010 0011 (binary) is A3 in hexadecimal.

#24
Front (Question)

Perform a left shift on the binary number 0110 1011 (107).

Back (Answer)

0110 1011 (107) when shifted left is 1101 0110 (214.) A left shift DOUBLES a number.