Answer:
public class GetInfo{
Beverage[] beverages=new Beverage[100];
int i=0;
GetInfo(Beverage b){
beverages[i]=b;
i++;
}
public void Display(){
for(int i=0;i<beverages.length;i++)
cout<<beverage[i].tostring();
}
Explanation:
we are taking Beverages array to store all values and in constructor we are adding that to the list and Display() function prints the vale
Equality and Relational Operators
For the statement to return false, you can simply use the "not equal to" equality operation. The full symbol of this operation is '!=', disregarding the quotes.
<u>Examples:</u>
- [1 != 1] would produce FALSE. Translation: 1 <u>does not equal</u> 1?
- [1 == 1] would produce TRUE. Translation: 1 <u>does</u> 1?
- ["G" != "G] would produce <u>FALSE</u>. Translation: "G" <u>does not equal</u> "G"?
CONCLUSION: Use "!=".
Answer:
Explanation:
temporal locality can be defined as: when a particular memory is referenced or accessed several times within a specific period of time. In the question, i think the variable that exhibit temporal locality are I, J and 0(all the variable). This is because the variable J and 0 are accessed several times within the loop. I would not have been part of it, but in the A[I][J]=B[I][0]+A[J][I], the variable "I" is also accessed in the addition. this is why it is part of the temporal locality.
Answer:
#include<ios>// HEADER FILe
#include<iomanip> // HEADER FILE
using namespace std;// namespace
int main() // main function
{
double tem=103.45632; // variable declaration
cout<<" The outside Temperature is:";
cout<<fixed<<setprecision(2)<<tem; // display
return 0;
}
Explanation:
<u>The following are the description of the program</u>.
- set the required header files and namespaces, then declare the main method and inside the main function.
- Set the double data type variable 'tem' and initialize the value '103.45632'.
- Finally, print the following message and print the output through the cout that is predefined function.
a. True This is because it covers only a short distance and allows sharing of data between short distances(PAN)
