Answer:
Pros:
- Connect with friends, family in a short period of connecting time
- Faster, easier than paper
- The messages can be stored in the device for longer times, without being damaged, unlike paper files that easily get damages
- Digital communication can be done over large distances through internet and other things.
And many other pros
Cons:
- Software can be easily hacked
- Digital Communication has completelymake people become far to others. They would stop meeting face-to-face but instead of that, video call, chatting is become more popular
- Most of devices have hidden recording mechanisms that can take your information unknowingly and may be used to attack you in the future
And many other cons
Hope this helped :3
Answer:
385
Explanation:
There was no question so I simply run the program for you and included the output.
The program seems to calculate: 
Answer:
It allows the designer to focus on main logic without being distracted by programming languages syntax.
* Since it is language independent, it can be translated to any computer language code.
* It allows designer to express logic in plain natural language.
* It is easier to write actual code using pseudocode.
* Unlike algorithms, pseudocodes are concise so pseudocodes are more readable and easier to modify.
Explanation:
Answer:
public class Main
{
public static void main(String[] args) {
System.out.println(min(3, -2, 7));
}
public static int min(int n1, int n2, int n3){
int smallest = Math.min(Math.min(n1, n2), n3);
return smallest;
}
}
Explanation:
*The code is in Java.
Create a method named min that takes three parameters, n1, n2, and n3
Inside the method:
Call the method Math.min() to find the smallest among n1 and n2. Then, pass the result of this method to Math.min() again with n3 to find the min among three of them and return it. Note that Math.min() returns the smallest number among two parameters.
In the main:
Call the method with parameters given in the example and print the result
Answer:
B 4 seconds
Explanation:
You should stay 4 seconds away from a vehicle at all times at the same speed as the other vehicle or vehicles.
