What is the largest possible value that the variable x can have after the code segment executes? 17 17 A 14 14 B 11 11 C 4

Answer:

i dont know sorry man no problem listed

Explanation:

The largest possible value that the variable x can have after the code segment executes is 14. Thus the correct option is B.

A variable refers to an entity whose value changes over time. As the name suggests variable which means whose value varies from situation to situation. The terms which remain fixed are referred to as constant.

A range of an array element's indexes or subscripts is referred to as an extent. The size of an array might vary between 1 and 10. The indicia or subscripts shall be integers within the range.

The terminology for ranges and indices is described in this feature specification to make it easier to index individual components within a sequence or a range.

The term "index" refers to a position in a sequence or array. In an array, the operator provides the comparative index starting from the end. A range is a representation of a composed of approximately of an array.

Therefore, option B is appropriate.

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Consider the following code segment. Assume that index1 is a number between 1 and LENGTH(theList), inclusive, and index2 is a number between 2 and LENGTH(theList) - 1, inclusive.

theList ← [9, -1, 5, 2, 4, 8]

x ← theList[index1] + theList[index2]

What is the largest possible value that the variable x can have after the code segment executes?

answer choices

17

14

11

4

dash+dash=100
Both dash and dashare prime numbers.
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a.)typing software
​

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Employees at Morning Buzz Coff ee Shop have been told they’ll get a bonus if they bring in enough pounds of recyclable newspapers. Th ey want a program to calculate the amount they need to bring in each day to make this total, based on the total number of pounds to be collected and the number of days they’ll be bringing in newspapers. Th e program should ask for these amounts and calculate how many pounds they need to bring in each day to make the total in that number of days. Th ey plan to run the program several times until they can find a number of pounds per day that seems reasonable. Using pseudocode, develop an algorithm to solve this problem. Include standard documentation and comments, and save your algorithm in a file named recyclingCalculator.txt in Notepad.

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This numbering system uses 8 symbols:
This numbering system uses 0 and 1:
This numbering system uses 16 symbols:
This numbering system uses 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9:
This numbering system uses 2 symbols:
This numbering system uses 10 symbols:
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This numbering system uses 0, 1, 2, 3, 5, 6, and 7:

Does somebody know how to this. This is what I got so far
import java.io.*;
import java.util.Scanner;


public class Lab33bst
{

public static void main (String args[]) throws IOException
{



Scanner input = new Scanner(System.in);

System.out.print("Enter the degree of the polynomial --> ");
int degree = input.nextInt();
System.out.println();

PolyNode p = null;
PolyNode temp = null;
PolyNode front = null;

System.out.print("Enter the coefficent x^" + degree + " if no term exist, enter 0 --> ");
int coefficent = input.nextInt();
front = new PolyNode(coefficent,degree,null);
temp = front;
int tempDegree = degree;
//System.out.println(front.getCoeff() + " " + front.getDegree());
for (int k = 1; k <= degree; k++)
{
tempDegree--;
System.out.print("Enter the coefficent x^" + tempDegree + " if no term exist, enter 0 --> ");
coefficent = input.nextInt();
p = new PolyNode(coefficent,tempDegree,null);
temp.setNext(p);
temp = p;
}
System.out.println();

p = front;
while (p != null)
{

System.out.println(p.getCoeff() + "^" + p.getDegree() + "+" );
p = p.getNext();


}
System.out.println();
}


}

class PolyNode
{

private int coeff; // coefficient of each term
private int degree; // degree of each term
private PolyNode next; // link to the next term node

public PolyNode (int c, int d, PolyNode initNext)
{
coeff = c;
degree = d;
next = initNext;
}

public int getCoeff()
{
return coeff;
}

public int getDegree()
{
return degree;
}

public PolyNode getNext()
{
return next;
}

public void setCoeff (int newCoeff)
{
coeff = newCoeff;
}

public void setDegree (int newDegree)
{
degree = newDegree;
}

public void setNext (PolyNode newNext)
{
next = newNext;
}

}



This is the instructions for the lab. Somebody please help. I need to complete this or I'm going fail the class please help me.
Write a program that will evaluate polynomial functions of the following type:

Y = a1Xn + a2Xn-1 + a3Xn-2 + . . . an-1X2 + anX1 + a0X0 where X, the coefficients ai, and n are to be given.

This program has to be written, such that each term of the polynomial is stored in a linked list node.
You are expected to create nodes for each polynomial term and store the term information. These nodes need to be linked to each previously created node. The result is that the linked list will access in a LIFO sequence. When you display the polynomial, it will be displayed in reverse order from the keyboard entry sequence.

Make the display follow mathematical conventions and do not display terms with zero coefficients, nor powers of 1 or 0. For example the polynomial Y = 1X^0 + 0X^1 + 0X^2 + 1X^3 is not concerned with normal mathematical appearance, don’t display it like that. It is shown again as it should appear. Y = 1 + X^3

Normal polynomials should work with real number coefficients. For the sake of this program, assume that you are strictly dealing with integers and that the result of the polynomial is an integer as well. You will be provided with a special PolyNode class. The PolyNode class is very similar to the ListNode class that you learned about in chapter 33 and in class. The ListNode class is more general and works with object data members. Such a class is very practical for many different situations. For this assignment, early in your linked list learning, a class has been created strictly for working with a linked list that will store the coefficient and the degree of each term in the polynomial.

class PolyNode
{
private int coeff; // coefficient of each term
private int degree; // degree of each term
private PolyNode next; // link to the next term node

public PolyNode (int c, int d, PolyNode initNext)
{
coeff = c;
degree = d;
next = initNext;
}

public int getCoeff()
{
return coeff;
}

public int getDegree()
{
return degree;
}

public PolyNode getNext()
{
return next;
}

public void setCoeff (int newCoeff)
{
coeff = newCoeff;
}

public void setDegree (int newDegree)
{
degree = newDegree;
}

public void setNext (PolyNode newNext)
{
next = newNext;
}
}

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1.
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rods.
4.
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5.
is a key that is used to identify the colours, patterns, or symbol assigned to a data series.
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