Riddle $4$

Jack and Jill went up a Hill to

use their public Keys.

Jack had $2,$ and Jill did too

to exchange their messages

with ease.

What would Jack use to send

an encrypted message to Jill?

Jack$$s Public Key

Jack$$s Private Key

Jill$$s Public Key

Jill$$s Private Key

What would Jill use to decrypt Jack$$s message?

Jack$$s Public Key

Jack$$s Private Key

Jill$$s Public Key

Jill$$s Private Key

Jack and Jill invited Bob, Alice, Tim, and Peter along to exchange some messages. How many keys would they all need for asymmetric vs symmetric encryption?

$6$ Asymmetric and $15$ Symmetric

$15$ Asymmetric and $12$ Symmetric

Tim sent an encrypted message to one of his friends. Which of the following keys did he likely use to encrypt the message?

Tim$$s Public Key

Alice$$s Public Key

Peter$$s Private Key

Tim$$s Private Key

Bob$$s Private Key