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olchik [2.2K]
2 years ago
5

A programmer notices the following two procedures in a library. The procedures do similar, but not identical,things.Procedure sq

uare (n) returns the value n2Procedure cube (n) returns the value n3Which of the following procedures is a generalization of the procedures described above?A. Procedure Add (n, m), which returns the value n + mB. Procedure Fourth (n), which returns the value n4C. Procedure Polynomial(n), which returns the value n3 +n2D. Procedure Power (n, m), which returns the value nm
Computers and Technology
1 answer:
PIT_PIT [208]2 years ago
8 0

Answer:

Option B) Procedure Fourth (n), which returns the value n4

Explanation:

it the only one that makes sense because procedure 1, 2, and 3 return values n1, n2, and n3, it makes sense that the fourth procedure would return a value of n4.

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Now that the classList Array has been implemented, we need to create methods to access the list items.
natima [27]

The following code will be applied to Create the following static methods for the Student class

<u>Explanation:</u>

/* Note: Array index starts from 0 in java so ,, user ask for 1 index then the position will be i-1 , below program is based on this concept if you dont want this way just remove -1 from classList.get(i-1).getName(); ,and classList.add(i-1,student); */

/* ClassListTester.java */

public class ClassListTester

{

public static void main(String[] args)

{

//You don't need to change anything here, but feel free to add more Students!

Student alan = new Student("Alan", 11);

Student kevin = new Student("Kevin", 10);

Student annie = new Student("Annie", 12);

System.out.println(Student.printClassList());

System.out.println(Student.getLastStudent());

System.out.println(Student.getStudent(1));

Student.addStudent(2, new Student("Trevor", 12));

System.out.println(Student.printClassList());

System.out.println(Student.getClassSize());

}

}

/* Student.java */

import java.util.ArrayList;

public class Student

{

private String name;

private int grade;

//Implement classList here:

private static ArrayList<Student> classList = new ArrayList<Student>();

public Student(String name, int grade)

{

this.name = name;

this.grade = grade;

classList.add(this);

}

public String getName()

{

return this.name;

}

//Add the static methods here:

public static String printClassList()

{

String names = "";

for(Student name: classList)

{

names+= name.getName() + "\n";

}

return "Student Class List:\n" + names;

}  

public static String getLastStudent() {

// index run from 0 so last student will be size -1

return classList.get(classList.size()-1).getName();

}

public static String getStudent(int i) {

// array starts from 0 so i-1 will be the student

return classList.get(i-1).getName();

}

public static void addStudent(int i, Student student) {

// array starts from 0 so, we add at i-1 position

classList.add(i-1,student);

// remove extra student

classList.remove(classList.size()-1);

}  

public static int getClassSize() {

return classList.size();

}

}

7 0
3 years ago
What kind of output device would not be used to output images
saveliy_v [14]

Answer:

Speakers.

Explanation: Cause they only output sound, and are devices, further more they are not used to output images, like how could speakers output images using sound? They can't.

3 0
3 years ago
Ava calls tech support because she is unable to send information that a customer has requested. The tech support person tells he
Blizzard [7]

Answer:

Outlook as it is a common email aplication which may experience some issues

Explanation:

7 0
3 years ago
Calculate the shear stress (lbf/in^2) for a given normal stress (lbf/in^2) that is applied to a material with a given cohesion (
LenaWriter [7]

MOHR-COULOMB FAILURE CRITERIA:

In 1900, MOHR-COULOMB states Theory of Rupture in Materials which defines as “A material fails due to because of a critical combination of normal and shear stress, not from maximum normal or shear stress”. Failure Envelope is approached by a linear relationship.

If you can not understand the below symbols see the attachment below

 f   f ()  

Where:      f = Shear Stress on Failure Plane  

       ´= Normal Stress on Failure Plane

 See the graph in the attachment

For calculating the shear stress, when Normal stress, cohesion and angle of internal friction are given. Use this formula:   shear stress =  f  c   tan 

Where,  

• f  is Shear Stress on Failure Plane

• c  is Cohesion

•  is Normal Total Stress on Failure Plane

•  is Friction Angle

8 0
3 years ago
JAVA Code:
Burka [1]
Dear ,you should ask it on stackoverflow and geekforgeelks , not here
6 0
3 years ago
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