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On addition of -33 and -40 using 2’s complement, we get ____________
  • a)
    1001110
  • b)
    -110101
  • c)
    0110001
  • d)
    -1001001
Correct answer is option 'D'. Can you explain this answer?
Most Upvoted Answer
On addition of -33 and -40 using 2’s complement, we get ________...
When adding -33 and -40 using 2's complement, we follow these steps:

1. Convert -33 and -40 to their 2's complement representation.
-33 in 2's complement: 00100001
-40 in 2's complement: 00101000

2. Add the two numbers together, including any carry from the previous bit.
00100001
+ 00101000
__________
01001001

3. Check if the result is negative by looking at the leftmost bit. If it is 1, the result is negative.

In this case, the result is 01001001, which is positive. Therefore, the addition of -33 and -40 using 2's complement is 73.
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Community Answer
On addition of -33 and -40 using 2’s complement, we get ________...
The BCD form is written of the two given numbers, in their signed form. After which, normal binary addition is performed.
Augend is -40 and Subtrahend is -33.

Since, there is no carry, so answer will be negative  and 2's complement of the above result is determined. 
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On addition of -33 and -40 using 2’s complement, we get ____________a)1001110b)-110101c)0110001d)-1001001Correct answer is option 'D'. Can you explain this answer?
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