Which one is not a true statement For the Josephus problem,

a$.$ compute J $($n$)$ for n $=1,2,...,15.$

b$.$ discern a pattern in the solutions for the first fifteen values of n and prove its general validity.

c$.$ prove the validity of getting J $($n$)$ by a $1-$bit cyclic shift left of the binary representation of n$.$

d$.$ You must statistically permute n$!$ as many as possible

Question $16$Select one:

a$.$

b

b$.$

d

c$.$

a

d$.$

c