Binary Subtraction using Two’s Complement (4 marks)
Subtract the binary number 0010 from 1100 using the two’s complement method. Show your working and final answer.
Binary Subtraction using Two’s Complement (4 marks) Read More »
Subtract the binary number 0010 from 1100 using the two’s complement method. Show your working and final answer.
Binary Subtraction using Two’s Complement (4 marks) Read More »
(a) Describe an arithmetic shift right operation and its effect on the binary number 10110010. (b) If this operation is performed twice on the original number, what is the resulting binary number?
Arithmetic Shift Functions (3 marks) Read More »
Explain what is meant by ‘overflow’ and ‘underflow’ in the context of binary arithmetic.
Overflow and Underflow (3 marks) Read More »
Perform the following binary addition: 1101 + 0110. Show your working and state if there is an overflow.
Binary Arithmetic (2 marks) Read More »
(a) Represent the denary number -18 in an 8-bit binary using two’s complement. (b) Represent the same number using sign and magnitude representation.
Two’s Complement and Sign and Magnitude (2 marks) Read More »
Convert the hexadecimal number 5A to binary and denary. Show your workings.
Conversion between Counting Systems (3 marks) Read More »
Add the following two binary numbers: 11001010 and 01110101.
Adding Binary Patterns (3 marks) Read More »
Convert the 8-bit binary number 11100101 to a denary number.
Conversion from Binary to Denary (2 marks) Read More »
Convert the denary number 156 to an 8-bit binary number.
Conversion between Denary and 8-bit Binary Numbers (1 mark) Read More »
Explain the process and importance of overflow in the context of unsigned and signed integers.
Importance of Overflow (4 marks) Read More »
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