Question: I claim that we can use one's complement representation for negative fixed point numbers just like we do for one's complement integers. That is, we

 I claim that we can use one's complement representation for negative

I claim that we can use one's complement representation for negative fixed point numbers just like we do for one's complement integers. That is, we take the complement of each digit to get a negative representation. If true what is the one's complement representation of -12.625 in 8 bits with n=5 and m-3? 01100.101 O 10011.010 11001.010 11111.111 Question 16 1 pts A good way to test my theory is to add -12.625 to 12.625 in 8-bit one's complement like above and see what the answer is. If we do this we get 00000.000 (zero) 11111.111 (negative zero) 01100.101 O None of these answers

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