Answer:
D) All the above are true
Explanation:
consider this code snippet
<em>int age =17;</em>
<em>if(age<18){</em>
<em> cout<<"You are young"<<endln;</em>
<em>}</em>
<em>else{</em>
<em> cout<<"You are an adult"<<endln;</em>
<em>}</em>
From this code snippet we see the use of an if statement which is followed by the condition age<18. We can see that this condition can only be true or false that is boolean (Fulfils option A in the question) And we know that a boolean expression is something the computer can test whether it is true or not (fulfills option B). Then finally we have used it to implement a selection control with the combination of an else branch. So all of the options are true
c. would be the best answer.
The best way to explain the difference is option A: Jitter is the up and down variation in latency.
<h3>What are VoIP services?</h3>
Voice over Internet Protocol (VoIP), is known to be a form of a technology that gives one room to be able to make voice calls via the use of a broadband Internet connection.
In the case above, The best way to explain the difference is option A: Jitter is the up and down variation in latency as it is the only best option.
See options below
Jitter is the up and down variation in latency.
Latency is the up and down variation in jitter.
Jitter is caused by an inadequate codec.
Latency is caused by sampling; jitter is not.
Learn more about latency from
brainly.com/question/27013190
#SPJ1
Since you gave kind of a vague question. I'll just go with the basics. Amortized analysis in computer science is basically the study of worst case run times regarding a sequence of operations.
When looking at potential, it is the physicist's method.
phi (initial state) =0 and every state after is larger than 0.
It keeps track of time but relies on states to know where it is.
The equation C +phi (state')-phi(state) is the main equation. C is the time for an operation, "state" is before and "state'" is after.
There are sets of equations that dictate average run time with this.
ex.
phi (H)= 2n-m. n=number of elements, m=size of array.
This equation is used to calculate the time to double the size.
It should use the web server to be accessible to users of World Wide Web across the world
