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NEW QUESTION: 1
Symmetric encryption utilizes __________, while asymmetric encryption utilizes _________.
A. Private keys, session keys
B. Private keys, public keys
C. Public keys, one time
D. Shared keys, private keys
Answer: B
Explanation:
Symmetrical systems require the key to be private between the two parties. With asymmetric
systems, each circuit has one key.
In more detail:
*Symmetric algorithms require both ends of an encrypted message to have the same key and processing algorithms. Symmetric algorithms generate a secret key that must be protected. A symmetric key, sometimes referred to as a secret key or private key, is a key that isn't disclosed to people who aren't authorized to use the encryption system.
*Asymmetric algorithms use two keys to encrypt and decrypt data. These asymmetric keys are referred to as the public key and the private key. The sender uses the public key to encrypt a message, and the receiver uses the private key to decrypt the message; what one key does, the other one undoes.

NEW QUESTION: 2
顧客は、どの活動が自分の組織にとってより価値のある競争上の優位性を生み出すかをどのように判断できますか？
A. 各活動に適したKPIを定義する
B. 最も複雑でない活動を特定する
C. バリューチェーンにまたがるビジネス成果を探す
D. ビジネスコンテキストと業界の垂直的分析
Answer: C

NEW QUESTION: 3

A. Option C
B. Option B
C. Option E
D. Option D
E. Option A
Answer: B

NEW QUESTION: 4
Which of the following statements about portfolio theory is TRUE?
A. A correlation coefficient of zero means that combining the securities eliminates risk.
B. According to Markowitz, the appropriate measures of risk include variance, semivariance, and covariance.
C. There are no perfectly positively or perfectly negatively correlated stocks.
D. Risk decreases as the correlation coefficient goes from -1 to +1.
Answer: C
Explanation:
Explanation/Reference:
Explanation:
Markowitz was the first to identify this. The lack of perfect positive or negative correlation gives rise to the efficient frontier shape.
Covariance is a measure of movement, not of risk. A correlation coefficient of zero means that the returns are uncorrelated. A correlation coefficient of negative one means that risk can go to zero. Adding a security with a correlation coefficient of zero may reduce risk, but risk will not be eliminated. Risk increases as the correlation coefficient goes from -1 to +1. Risk decreases as the correlation coefficient goes from +1 to -1.