0 votes 0 votes Let x is a binary number and a function f(x)= 1’s Complement(2’s Complement ( x )) If x= 0110 then f6(x)= ____. Note: fk(x)= f(fk-1(x)) ,k>1. ankit_thawal asked Feb 1, 2018 ankit_thawal 407 views answer comment Share Follow See all 4 Comments See all 4 4 Comments reply MiNiPanda commented Feb 1, 2018 reply Follow Share Is it 0..? 0 votes 0 votes sumit goyal 1 commented Feb 1, 2018 reply Follow Share i got 0001 = 1 0 votes 0 votes MiNiPanda commented Feb 1, 2018 reply Follow Share I didn't evaluate each of them individually..I was getting a pattern that's why thought it should be 0. How much is f^1(x) and f^2(x)..? I mean aren't they decreasing by one? 0 votes 0 votes sumit goyal 1 commented Feb 1, 2018 reply Follow Share $f(f(f(f(f(f(0110) )$ $f(f(f(f(f(0101) )$ $f(f(f(f(0100))$ $f(f(f(0011))$ $f(f(0010)))$ f(0001) = 0000 yes @MiNiPanda i did last one wrong 2 votes 2 votes Please log in or register to add a comment.