Take some time to read the statements below.
. It is impossible for , and to be all prime numbers where is a prime number greater than .
. It is possible for both and to be prime when is a prime number.
. If is a prime greater than , then is always divisible by
Which of these statements are true?
Note: This problem is a part of the set "I Don't Have a Good Name For This Yet". See the rest of the problems here. And when I say I don't have a good name for this yet, I mean it. If you like problems like these and have a cool name for this set, feel free to comment here.