2 2 votes The 2's compliment representation of (-539)base 10 in hexadecimal is __________? Unknown Category + – Prachi Agarwal 1.3k views answer comment Share Follow Print 0 reply Please log in or register to add a comment.
Best answer 3 3 votes $-(539)_{10} = -(21B)_{16}=-(0010 0001 1011)_2$. Now in 2's complement representation negative numbers are represented in their 2's complement form. So, we should do a complement here and add 1 which gives, $(1101 1110 0101)_2 = (DE5)_{16}$ Arjun answered Aug 9, 2016 • selected Aug 9, 2016 by vijaycs Arjun comment Share Follow See all 3 Comments 3 3 Comments reply nimesh kumar commented Aug 10, 2016 reply Follow flag It should be (DE5) BASE 16 1 1 replyShare Arjun commented Aug 10, 2016 reply Follow flag Thanks :) Corrected.. 0 0 replyShare nimesh kumar commented Aug 10, 2016 reply Follow flag Thank you sir for helping us.. 0 0 replyShare Please log in or register to add a comment.
0 0 votes 2's complement representation is a weighted Code representation. To represent negative no. MSB position ( which must 1) weight is -ve rest are +ve so -539=-1024+485 101 1110 0101 MSB weight -1024 rest made +485 so collectively they are -539 Now to represent in hexa it should be muliple of 4 bit so add extra 1 in MSB(sign extension it wont affect the Value it remain still -539) So finally 1101 1110 0101 = (DE5)16 Rajesh Pradhan answered Aug 12, 2016 Rajesh Pradhan comment Share Follow 0 reply Please log in or register to add a comment.