RSA QUIZ PREPARATION
- True or False: any odd number could work as m, part of the public
key.
- What is the maximal number of chars in the word that you would be able
to encrypt with the following public key: m = 11983043, e = 11
- Encrypt the text CODE using the following public key: m = 11983043, e
= 11.
- Decrypt the text ORIAK if you know private key: p = 3413, q =
3511, and e = 11. Find d and decrypt the message.
- Suppose you know m = 745651 and n = 743904. Find p and q
- Suppose you know m = 4005187 and e = 13, find p and q and decrypt the
message: FVKCT
- Give an example of valid m and e but not valid plaintext
- Give an example of valid m and not valid e
- True or False: m is always odd number
- True or False: n is always even number
- True or False: any prime number will be valid e