Answer:
A snapshot is most similar to incremental backup scheme
<u>Definition</u>
A backup process in which successive copies of data contain the portion that has changed since last copy was made.
<u>Explanation:</u>
Snapshot are similar to incremental backup because only those blocks that are changed after your most recent snapshot has been saved on device.
This is the reason, snapshots are similar to incremental backup schemes.
Yes, a UDP packet header should contain both Sour Port # and Destination Port #.
<h3>Which fields are included in a UDP header?</h3>
The fields that one can see in a UDP header are:
<h3> Source port :</h3>
This is known to be the port of the device that is known to be sending the data. This field is one that a person can set to zero only if the destination computer do not require one to reply to the sender.
<h3> Destination port :</h3>
This is known to be the port of the device that is said to be getting or receiving the data.
Hence, to the answer above, my response is Yes, a UDP packet header should contain both Sour Port # and Destination Port #.
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Answer:
Answered below.
Explanation:
\**This is written in the Kotlin programming language.**/
interface Tollable{
fun pay(payInDollars: Int) : Int
}
\**Interfaces are used to declare properties and methods that are common to different classes. As a result different classes can extend one interface.
The properties and methods in an interface are not always initialized. Classes extending from the interface are responsible for initializing these properties and methods. In Kotlin, a class can extend from more than one interface.**/
Answer:
I dont know, but it might be because of the *pew pew*( I think it's silly that people can get offended over that)
Explanation:
(it literally will not let me say that word)
D. 0.0001.......first the zero before the decimal point is devided by 2....so it gives out 0 as a reminder so u right 0. at first then to do the part after decimal...first multiply 0.625 by 2 which gives out 0.125 as a fractional number so 0 would be the number after "0." ...and again the answer 0.125 is multiplied by 2 which gives out 0.25....so again we get a zero as an integer so now it would be "0.00..." ....again multiply 0.25 by 2 which gives out 0.5....again the integer is 0....so we add another 0 after 0.00....which would then become 0.000.....after that again multiply 0.5 by 2 which would give 1 as a result....as the fractional part is over, u need to stop here....so add that 1 after the 0.000 which gives 0.0001 as a final result.
