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NEW QUESTION: 1
There are 4 types of TP series telepresence conferences, except address book calls and dialing.
In addition to the way of calling, there are two ways of meeting minutes and common meetings. ()
A. TRUE
B. FALSE
Answer: A

NEW QUESTION: 2
Bob has a good understanding of cryptography, having worked with it for many years. Cryptography is used to secure data from specific threat, but it does not secure the application from coding errors. It can provide data privacy, integrity and enable strong authentication but it cannot mitigate programming errors.
What is a good example of a programming error that Bob can use to illustrate to the management that encryption will not address all of their security concerns?
A. Bob can explain that by using a weak key management technique it is a form of programming error.
B. Bob can explain that a buffer overflow is an example of programming error and it is a common mistake associated with poor programming technique.
C. Bob can explain that by using passwords to derive cryptographic keys it is a form of a programming error.
D. Bob can explain that a random generator can be used to derive cryptographic keys but it uses a weak seed value and it is a form of programming error.
Answer: B
Explanation:
A buffer overflow occurs when you write a set of values (usually a string of characters) into a fixed length buffer and write at least one value outside that buffer's boundaries (usually past its end). A buffer overflow can occur when reading input from the user into a buffer, but it can also occur during other kinds of processing in a program. Technically, a buffer overflow is a problem with the program's internal implementation.

NEW QUESTION: 3
Which of the following uses both a public and private key?
A. MD5
B. SHA
C. AES
D. RSA
Answer: D
Explanation:
Section: Cryptography
Explanation/Reference:
Explanation:
The RSA algorithm is an early public-key encryption system that uses large integers as the basis for the
process.
RSA uses both a public key and a secret.
RSA key generation process:
1. Generate two large random primes, p and q, of approximately equal size such that their product, n = pq,
is of the required bit length (such as 2048 bits, 4096 bits, and so forth).
Let n = pq
Let m = (p-1)(q-1)
2
. Choose a small number e, co-prime to m (note: Two numbers are co-prime if they have no common
factors).
. Find d, such that
de % m = 1
. Publish e and n as the public key. Keep d and n as the secret key.
3
4