Which of the following is true about PKI? (Select TWO).

A.
When encrypting a message with the public key, only the public key can decrypt it.

B.
When encrypting a message with the private key, only the private key can decrypt it.

C.
When encrypting a message with the public key, only the CA can decrypt it.

D.
When encrypting a message with the public key, only the private key can decrypt it.

E.
When encrypting a message with the private key, only the public key can decrypt it.

Explanation:
E: You encrypt data with the private key and decrypt with the public key, though the opposite is
much more frequent.
Public-key cryptography, also known as asymmetric cryptography, is a class of cryptographic
protocols based on algorithms that require two separate keys, one of which is secret (or private)
and one of which is public. Although different, the two parts of this key pair are mathematically
linked.
D: In a PKI the sender encrypts the data using the receiver’s public key. The receiver decrypts the
data using his own private key.
PKI is a two-key, asymmetric system with four main components: certificate authority (CA),
registration authority (RA), RSA (the encryption algorithm), and digital certificates. Messages are
encrypted with a public key and decrypted with a private key.
A PKI example:
You want to send an encrypted message to Jordan, so you request his public key.
Jordan responds by sending you that key.
You use the public key he sends you to encrypt the message.
You send the message to him.

Jordan uses his private key to decrypt the message.