adplus-dvertising
frame-decoration

Question

Which of the following condition is true for determining overflow condition in 2’s complement?

a.

When adding two positive numbers gives a negative result or when two negatives give a positive result.

b.

If sign bit (MSB) of result and sign bit of two operands are of different signs.

c.

The ‘1’ in the MSB position indicates a negative number after adding two positive numbers.

d.

All of the above

Answer: (d).All of the above

Engage with the Community - Add Your Comment

Confused About the Answer? Ask for Details Here.

Know the Explanation? Add it Here.

Q. Which of the following condition is true for determining overflow condition in 2’s complement?

Similar Questions

Discover Related MCQs

Q. What does the leftmost bit represents, according to the IEEE standards?

Q. Floating-point numbers are those numbers, which include ______________.

Q. The binary representation of 0.875 is 0 01111110 11000000000000000000000 in _______________presentation.

Q. 1000001 represents as (65)10 in which code?

Q. In straight binary code, N-bits or N binary digits can represent ______________ different values.

Q. Which of the following code is also known as reflected code?

Q. EXOR is the __________ of the binary number.

Q. ASCII code is required for representing more than ________ characters.

Q. Why the 8-bit (MSB) is added in EBCDIC?

Q. What is the 8-bit EBCDIC representation of alphabet M?

Q. Which of the following is not correct regarding EBCDIC?

Q. The MSB of _____________ is same as the MSB of the corresponding Gray code.

Q. How can you represent (08)10 in BCD?

Q. In N-bits, you can represent the signed integers ranging from ___________.

Q. How -5 is represented in hex format in 2’s complement in 8-bits?

Q. What is the 9’s complement of (0.3267)10?

Q. How can you represent = in 8-bit EBCDIC representation?

Q. Boolean algebra is named after________________, who used it to study human logical reasoning.

Q. BCD code is

Q. Resultant binary of the decimal problem 49 + 1 is