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Llana [10]
3 years ago
7

Under the class system, how many host ids were available in a class b network?

Computers and Technology
1 answer:
NemiM [27]3 years ago
3 0
2^16 - one for the network number - one for the broadcast address = 65,534
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divide the input array into thirds (rather than halves), recursively sort each third, and finally combine the results using a th
Digiron [165]

Answer:

The answer is "nlogn".

Explanation:

  • The time complexity can only shift to 3 with the last instance.  For the 2nd case, they need one parallel. However, 2 parallels are needed to sort with splitting into 3-way frames.
  • It decreases the number of passes even after breaking the collection in 3 by increasing contrast. So, the time complexity remains the same but the log is divided into 3 bits.  
  • The complexity of time is:   T(n)=3T(\frac{n}{3})+ O(n) =  O(nlogn)_3.
4 0
4 years ago
Software licensed as proprietary
steposvetlana [31]

Answer:

Does not permit source code changes.

Explanation:

3 0
3 years ago
Read 2 more answers
Question: 4/8
Gemiola [76]

The generated test cases for the function assuming another developer coded the function is given below in a C++ program.

<h3>THE CODE</h3>

#include <iostream>  

#include <iomanip>

#include <string>

using namespace std;

// define the data type "triangletype" with {values}

enum triangleType { scalene, isosceles, equilateral, noTriangle };

// Prototype function which returns the position of triangleType{value}

// Example: Scalene = 0, isosceles = 1, etc. These are zero indexed.

triangleType triangleShape(double a, double b, double c);

// Prototype function which takes the integer value of the

// triangle type and outputs the name of triangle

string shapeAnswer(int value);

int main() {

   double inputA;

   double inputB;

   double inputC;

   cout << "To determine whether a triangle is either:" << endl;

   cout << setw(50) << " - Scalene" << endl; // Unequal in length

   cout << setw(52) << " - Isosceles" << endl; // Two sides equal length

   cout << setw(54) << " - Equilateral" << endl; // All sides equal

   cout << setw(57) << " - Not a triangle" << endl;

   cout << "Enter side A: ";

   cin >> inputA;

   cout << "Enter side B: ";

   cin >> inputB;

  cout << "Enter side C: ";

   cin >> inputC;

   cout << "The triangle is " << shapeAnswer(triangleShape(inputA, inputB, inputC)) << endl;

}

triangleType triangleShape(double a, double b, double c) {

   triangleType answer;

   if ( c >= (a + b) || b >= (a + c) || a >= (b + c) ) {

       answer = noTriangle;

   }

   else if (a == b && b == c) {

       answer = equilateral;

   }

   // Test the 3 options for Isosceles equality

   else if ( (a == b) && (a != c) || (b == c) && (b != a) || (a == c) && (a != b) ) {

       answer = isosceles;

   }

   else {

       answer = scalene;

   }

   return answer;

}

string shapeAnswer(int value) {

   string answer;

  switch (value) {

   case 0:

       answer = "Scalene";

       break;

   case 1:

       answer = "Isosceles";

       break;

   case 2:

       answer = "Equilateral";

       break;

   case 3:

       answer = "Not a triangle";

       break;

   default:

       break;

   }

   return answer;

}

Read more about C++ programs here:

brainly.com/question/20339175

#SPJ1

8 0
2 years ago
A spreadsheet contains the maximum weight and maximum height for fifty dog breeds. The breeds are located in rows, and the weigh
MrRa [10]

Answer:

a. Locate

Explanation:

Question options (obtained on the net):

a. Locate

b. Sort

c. Filter

d. Replace

Explanation:

The largest value of the weights of the dog breed in row 43 is the maximum weight of the dog breed in the row

The 'MAX' formula or the 'Autosum' tool can be used to give the largest value in a row, or column

To locate the maximum value in MS Excel, the ADDRESS and MATCH and MAX functions are combined and entered into the blank cell on the right, specifying the same range for the MAX and MATCH functions, and a '0' for the MATCH function as well as a '1' for the ADDRESS function as follows;

=ADDRESS(MATCH(MAX(A1:E1), A1:E1, 0), 1)

Therefore, to navigate to the maximum weight, Emily should use a <em>locate</em>(ing) tool navigate to the information on the spread sheet

8 0
3 years ago
John would like to move from the suburbs into the city, but the rent in the city is very high. John has found an apartment he re
maxonik [38]

A list of multiple choices is given;

<span>a)      </span>Purchase a home in the city center instead.

<span>b)      </span>Rent the apartment anyway.

<span>c)       </span>Rent the apartment with a roommate.

<span>d)      </span>Purchase a home in the suburbs instead.


The answer is (C)


John should look for an apartment and share it with a roommate. This will bring down rent expenses to 50% as both John and the roommate will be cost sharing the rent. If the rent expenses go down by 50%, he’ll be able to save an additional 10% and use it for other expenses.

4 0
3 years ago
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