Lesson 4.5.4.1
4.5.4.1 Unsigned binary Quiz: AQA Computer Science, Unit 5
20 questions
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Lesson 4.5.4.1, Unsigned binary: 20 multiple choice questions for the AQA Computer Science (7517), Unit 5: Fundamentals of data representation, written with Revision Ninja.
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The 20 questions
-
What is the minimum value of an unsigned n-bit binary number?
- 1
- -(2^n - 1)
- 0
- -(2^(n-1))
-
What is the maximum value of an unsigned n-bit binary number?
- 2^(n-1) - 1
- 2^n
- 2^n - 1
- n^2
-
Which type of numbers can signed binary represent that unsigned binary cannot?
- Fractional numbers
- Negative integers
- Real numbers
- Large positive integers
-
What is the largest value of an 8-bit unsigned binary number?
- 256
- 255
- 128
- 127
-
Which 8-bit unsigned binary pattern represents 0?
- 0000 0000
- 1111 1111
- 0000 0001
- 1000 0000
-
How many different values can unsigned n-bit binary represent?
- 2^n
- 2n
- n^2
- n
-
Which 4-bit unsigned binary number represents decimal 9?
- 1011
- 1100
- 0111
- 1001
-
Convert the unsigned binary number 1101 0110 to decimal.
- 246
- 212
- 214
- 218
-
Convert the decimal number 200 to 8-bit unsigned binary.
- 1100 1000
- 1100 0100
- 1001 1000
- 1010 1000
-
Add the unsigned 8-bit binary numbers 0110 1011 and 0001 1101. What is the result?
- 0111 1000
- 1000 1000
- 1001 1000
- 1000 0111
-
What is the 4-bit result of adding unsigned binary 1111 and 0001?
- 1111
- 0000
- 10000
- 1110
-
Multiply the unsigned binary numbers 101 and 11. What is the result?
- 1101
- 1111
- 1110
- 1011
-
Convert the decimal number 45 to 8-bit unsigned binary.
- 0010 1011
- 0010 1101
- 0101 1010
- 0011 1100
-
What is the decimal value of the 5-bit unsigned binary number 10110?
- 22
- 44
- 20
- 26
-
A 3-bit unsigned counter starts at 000 and increments by 1 each time. What value does it show after 6 increments?
- 111
- 101
- 100
- 110
-
Which decimal range can a 6-bit unsigned value represent?
- 1 to 63
- 0 to 31
- 0 to 63
- 0 to 64
-
What minimum number of bits is required to store the sum of two n-bit unsigned integers?
- 2n
- n + 2
- n + 1
- n
-
How many bits are required to represent all unsigned integers from 0 to 1000?
- 11 bits
- 8 bits
- 9 bits
- 10 bits
-
Multiply the unsigned 4-bit binary number 1111 by itself. What is the decimal result and the number of bits needed to store it?
- 225, which needs 4 bits
- 210, which needs 8 bits
- 225, which needs 8 bits
- 240, which needs 8 bits
-
What is the maximum decimal value that can be represented using 16-bit unsigned binary?
- 32767
- 65536
- 32768
- 65535
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