Complete question is attached as snapshot.
Answer:
This will result in a compilation error.
Here's the inheritance hierarchy:
Meg -> Lois -> Brian -> Stewie
Now Meg has 2 public Fxns, a() and toString().
Lois inherits from Meg and all its public functions as well but, overrides the a() fxn of its super class.
So finally Lois has fxns a(), b() and toString().
Brian extends Lois and inherits all the above listed fxns of Lois, but overrides the b() and toString() fxns.
Stewie extends Brian and inherits all the fxns of Brian, but overrides the a() and toString() fxns.
In the Main driver fxn, we call a() and b() methods of all these classes but, the base class Meg has no b() and it is not extending any class so its not available in its scope.
This results in a compilation error.
Explanation:
<u>The wireless network:</u>
Wireless networking and internet access are essentials when it comes to the smooth functioning of an enterprise. Certain information can be transferred from one computer to another within a specified if they are connected to a network.
In this case, as the company shares the building with the branch office of a rival company there may be repercussions. First of all, the company's wireless network should be equipped with a strong password and it should be changed regularly too.
Next, the officials responsible for networking should also monitor the range of their wireless network. There is no point in keeping the range of wireless network wide as it is to be used by employees only and they can access it on the company's premises.
Answer:
The velocity at 30 centimeters down the ramp will be considerable higher compared to 10 centimeters down the ramp.
Explanation:
It is a non lineair problem, since the speed is increasing while rolling down the ramp.
We will expect therefore, that the graph of speed (on the y-axis) and position (on the x-axis) will NOT be a streight line.
if you could plot some values given, with speed (on the y-axis) and position (on the x-axis), then you could draw a smooth line through them, which would give an estimate of all points in between them.
What can be stated with only so limited information, is that the velocity at 30 centimeters down the ramp will be considerable higher compared to 10 centimeters down the ramp.
