M = 22016 + 22015 + 22014 +.....+ 22 + 2 + 1
2A = 22017 + 22016 + 22015 +.....+ 23 + 22 + 2
=> 2A - A = 22017 - 1
=> A = 22017 - 1
2M= 22017 + 22016 + 22015 +.......+ 23 + 22 + 2
=> 2M - M = 22017 + 22016 + 22015 +.......+ 23 + 22 + 2 - (22016 + 22015 + 22014 +.......+ 22 + 2 + 1)
=> M = 22017 + 22016 + 22015 +.......+ 23 + 22 + 2 - 22016 - 22015 - 22014 -.......- 22 - 2 - 1
=> M = 22017 -1
ta có : M=22016+22015+22014+...+22+2+1
=> 2M=22017+22016 +22015+...+23+22+2
=>2M-M=(22017+22016 +22015+...+23+22+2)-(22016+22015+22014+...+22+2+1)
=> M= 22017-1
K=\(2^{2016}-\left(2^{2015}+2^{2014}+2^{2013}+...+2^1+2^0\right)\)