Match correctly the cryptographic algorithm with their corresponding key-length.1. DES a. 128-256 bits 2. Rj indeal b. 1-448 bits 3. RC4 c. 56 bits 4. Blowfish d. 1-2048 bits
This question requires matching specific cryptographic algorithms with their typical key lengths. Let's break down each algorithm and its associated key size.
| Algorithm | Label | Key Length |
|---|---|---|
| 1. DES | c | 56 bits |
| 2. Rijndael | a | 128-256 bits |
| 3. RC4 | d | 1-2048 bits |
| 4. Blowfish | b | 1-448 bits |
DES is a symmetric-key block cipher. It operates on 64-bit blocks of data. The original DES algorithm uses a key size of 64 bits, but only 56 bits are actually used for encryption, with the other 8 bits acting as parity bits. Therefore, its effective key length is 56 bits.
Rijndael is the algorithm that was selected as the Advanced Encryption Standard (AES). It is a symmetric-key block cipher. Rijndael supports three different key lengths: 128 bits, 192 bits, and 256 bits. The choice of key length affects the number of transformation rounds.
RC4 is a stream cipher known for its simplicity and speed. It uses a variable key length, typically ranging from 40 bits up to 2048 bits. While flexible, RC4 has known security vulnerabilities, especially with shorter key lengths or specific implementation practices.
Blowfish is another symmetric-key block cipher, designed as a fast, free alternative to DES. It operates on 64-bit blocks. Blowfish supports variable key lengths, ranging from 32 bits up to 448 bits. The key is used to initialize a key-dependent S-box.
Based on the standard key lengths for these algorithms, the correct matches are:
This corresponds to the pairing: 1-c, 2-a, 3-d, 4-b.
In the RSA public key cryptosystem, the private and public keys are $(e, n)$ and $(d, n)$ respectively, where $n = p \times q$ and $p$ and $q$ are large primes. Besides, $n$ is public and $p$ and $q$ are private. Let M be an integer such that $0 <M< n$ and $\phi(n) = (p-1)(q - 1)$. now consider the following equations.
I. M’ =\( M^e\) mod n M =\( (M')^d\) mod n
II. ed ≡1 mod n
III. ed ≡1 mod f(n)
IV. M’ = \(M^e \)mod f(n)
M = \( (M')^d\) mod
Which of the above equations correctly represent RSA cryptosystem?
| 1. | Brute-Force Attack | a. | Change of keys |
| 2. | Statistical Attack | b. | Number of possible keys are large |
| 3. | Pattern Attack | c. | Hide the characteristics of the language |
| 4. | Known - Plain Text Attack | d. | Ciphertext is as random as possible |