The organization must develop it specifically for the business in order to get the functionality required is True.
a) true
<u>Explanation:</u>
In software development industry it called as EAS. Where organizations required complete one solution and made most customizable with less cost effective.
Moreover to implement the same organizations has to spend less money for software development and hardware appliances. An organization has clear documented which specific their business requirements and their business future expansion.
Basically in organization from low grade employee to higher employee and meeting is arranged and understand system requirements and compiled as document which is circulated to higher official in organization for their final approval.
Answer:
I am explain you in image
Answer:
// program in java.
// package
import java.util.*;
// class definition
class Main
{// main method of the class
public static void main (String[] args) throws java.lang.Exception
{
try{
// scanner object to read inputs
Scanner scr=new Scanner(System.in);
// variables
String name;
double price;
System.out.print("Enter item's name: ");
// read item's name
name = scr.next();
System.out.print("Enter item's price: ");
// read item's price
price= scr.nextDouble();
// print name
System.out.println("name of item is:"+name);
// print price
System.out.println("price of item is:"+price);
}catch(Exception ex){
return;}
}
}
Explanation:
Read name & price of item from user and assign it to variables "name" & "price" respectively with scanner object.Then print the name and price of item .
Output:
Enter item's name: Apple
Enter item's price: 100
name of item is:Apple
price of item is:100.0
Annabelle is indeed a true story making it fiction
Answer: Backtracking
Explanation:
Backtracking algorithm approaches a solution in a recursive fashion whereby it tries to build answers and modify them in time intervals as we progress through the solution. One such backtracking algorithm is the N Queen problem whereby we place N Queen in a chessboard of size NxN such that no two queens attack each other. So we place a queen and backtrack if there is a possibility that the queen is under attack from other queen. This process continues with time and thereby it tends to extend a partial solution towards the completion.
