Let and be the sets for some integer . If there exists a bijective function from to , what is the value of
Consider the sets and let be a bijective function from to . If and are the maximum and minimum values of , respectively, what is ?
For two sets a bijective function is defined as , where . What is ?
For set , how many functions from to are not bijective?
For two sets function is defined as If is a one-to-one, bijective function, what is the value of the constant ?