posted 10 years ago

Hello everybody..

Can anyone help me regarding the following question?

Consider a machine that performs calculations 4 bits at a time. Eight-bit 2's complement numbers can be added by adding the four least significant bits, followed by the four most significant bits. The leftmost bit is used for the sign, as usual. With 8 bits for each number, add -4 and -6, using 4-bit binary 2's complement arithmetic. Did overflow occur?

Did carry occur? Verify your numeric result.

Can anyone help me regarding the following question?

Consider a machine that performs calculations 4 bits at a time. Eight-bit 2's complement numbers can be added by adding the four least significant bits, followed by the four most significant bits. The leftmost bit is used for the sign, as usual. With 8 bits for each number, add -4 and -6, using 4-bit binary 2's complement arithmetic. Did overflow occur?

Did carry occur? Verify your numeric result.

Manoj Paul

Ranch Hand

Posts: 112

posted 10 years ago

Ans:

Machine performance: (say) 0011 (i.e. 4 bits at a time)

Eight-bit 2�s complement numbers: (say) 0110 0111

0111 (first)

0110 (second)

�The leftmost bit is used for the sign, as usual� What does it mean?

�With 8 bits for each number, add -4 and -6, using 4-bit binary 2's complement arithmetic�.. What is the procedure?

How can I find out whether overflows occur or not?

And what is a carry?

Machine performance: (say) 0011 (i.e. 4 bits at a time)

Eight-bit 2�s complement numbers: (say) 0110 0111

0111 (first)

0110 (second)

�The leftmost bit is used for the sign, as usual� What does it mean?

�With 8 bits for each number, add -4 and -6, using 4-bit binary 2's complement arithmetic�.. What is the procedure?

How can I find out whether overflows occur or not?

And what is a carry?