Every hexadecimal digit represents 4 bits, so the address has 128/4 = 32 digits.
A GUID (Globally Unique IDentifier) has 128 bits. They are usually written like this:
{38a52be4-9352-4<span>53e-af97-5c3b448652f0}.</span>
There are different types of guids, depending on how they are generated. The first digit of the third group reveals the type. In the example above it is 4. A type 4 guid is fully random (except of course for the 4).
Answer:
C. Must be respected if we are to function as complete, self-governing agents.
Explanation:
<em>Privacy</em> is the boundaries that are set up to protect us against unwanted intrusion or interference, and it forms the basis of our interaction with the world.
<em>Privacy laws</em> are set-up to protect individuals from unwanted and unapproved access to privacy by individuals, organizations, and government. This is greatly adhered to in many countries.
To some extent, privacy is considered to overlap with security, because, when private information such as social security number, bank card details, account names, and details, etc. are accessed inappropriately, the individual's security is greatly compromised.
Therefore, privacy must be greatly respected if we are to function as complete, self-governing agents.
Answer:
The Active cell inside Excel Worksheet is used to identify the cell which is currently active. The thick border gridlines around the cell indicates that it is the Active cell inside Excel Worksheet. The Active cell is where the focus is on and where the data will be entered when a key is typed on keyboard.
Ill choose flowchart. Look picture for the answer
ask me if you have any doubts about my answer.
Answer:
1000/125 billion instructions per second.
Explanation:
All the stages take 125ps and latch time was outlooked.
The clock speed would be the highest stage time in all 5 stages. Here all are same clock speed it would be 125ps only.
throughput = 1/cycle time so ⇒ 1/125 instructions/ps
Since we want it in billion instructions per second so we have to multiply with 10⁻⁹ /10⁻¹² then the result is 1000/125 billion instructions per second.
