Write a method countUnique that takes a List of integers as a parame.pdf

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Write a method countUnique that takes a List of integers as a parameter and returns the number of unique integer values in the list. Use a Set as auxiliary storage to help you solve this problem. For example, if a list contains the values [3, 7, 3, -1, 2, 3, 7, 2, 15, 15], your method should return 5. The empty list contains 0 unique values. Solution package arraylistexample; import java.util.ArrayList; import java.util.HashSet; import java.util.List; import java.util.Scanner; import java.util.Set; public class ARRAYLISTEXAMPLE { public static void main(String[] args) { List list = new ArrayList<>(); Scanner scanner = new Scanner(System.in); System.out.print(\"Enter some numbers..\"); System.out.println(\"Press any non integer(Either Float or character ) for ending the input\"); while (scanner.hasNextInt()) { int i = scanner.nextInt(); list.add(i); } int k = alok.countUnique(list); System.out.print(\" Total number of unique elements Are : \\t\" + k); } } class alok { public static int countUnique(List lst) { Set set = new HashSet<>(lst); System.out.println(\"Set values .....\"); set.stream().forEach((temp) -> { System.out.print(temp + \"\\t\"); }); int n = set.size(); return n; } }.

Write a method countUnique that takes a List of integers as a parameter and returns the number
of unique integer values in the list. Use a Set as auxiliary storage to help you solve this problem.
For example, if a list contains the values [3, 7, 3, -1, 2, 3, 7, 2, 15, 15], your method should
return 5. The empty list contains 0 unique values.
Solution
package arraylistexample;
import java.util.ArrayList;
import java.util.HashSet;
import java.util.List;
import java.util.Scanner;
import java.util.Set;
public class ARRAYLISTEXAMPLE {
public static void main(String[] args) {
List list = new ArrayList<>();
Scanner scanner = new Scanner(System.in);
System.out.print("Enter some numbers..");
System.out.println("Press any non integer(Either Float or character ) for ending the input");
while (scanner.hasNextInt()) {
int i = scanner.nextInt();
list.add(i);
}
int k = alok.countUnique(list);
System.out.print(" Total number of unique elements Are : t" + k);
}
}
class alok {
public static int countUnique(List lst) {
Set set = new HashSet<>(lst);
System.out.println("Set values .....");
set.stream().forEach((temp) -> {
System.out.print(temp + "t");
});
int n = set.size();

return n;
}
}

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I am stuck on parts E and F Exercise 1: NumberListTester.java Class NumberList implements a simple list of Integers, using an ArrayList. NumberListTester generates 10 random, positive, 2-digit ints, and adds them to the list. It then calls method printList which prints the items on the list. Run the program until you understand what it does. a. Write the body of the method printReversed, which prints the list items in reverse order. Add a statement in main to call printReversed after the call to printList. Check ______ b. Write the body of the method printEveryOther, which prints every other item on the list, beginning with the first one. In main, replace the statement that calls printReversed with one that calls printEveryOther. Check ______ c. Write the body of the method printEvens, which prints all the even-numbered ints on the list. In main, replace the statement that calls printEveryOther with one that calls printEvens. Check ______ All this printing is getting a bit tedious. Let\'s try some more fun operations. d. 0. Add a new ArrayList-of-integer instance variable called bigList to the NumberList class Add a statement to the NumberList constructor that creates an empty ArrayList object pointed to by bigList Delete the call to printEvens from main. Write the body of the method splitList, which copies all ints that are greater than or equal to 50 from aList to bigList. Add a method to the NumberList class to print bigList. Add a sequence of method calls in main to verify that the splitList method is working correctly. I.e., after calling splitList, call again the method that prints the original list and then call the method you wrote in step 4 to print the bigList. Check _____ E. Add a method insert to the NumberList class that takes two parameters of type int. The first parameter is the index at which to insert a new number into the list, and the second is the number to be inserted. E.g., if the first param is 4 and the second is 37, then 37 will be inserted at index 4 in aList (i.e., as the new 5th list element). The number inserted does not replace the number currently at that position, but is inserted just before it. Hint: The ArrayList class has a method that does exactly this. Call that method from your insert method. Now add statements to main to allow the user to specify the number to insert and the position at which to insert it. Then, after inserting the new number, print the updated list. Check _____ F. Finally, add code to your insert method that will assure that an IndexOutOfBoundsException cannot be thrown. I.e., your insert method should just print an appropriate error message if the first parameter --- the index at which to insert the new Integer --- is illegal. Hint: What are the legal indices for an ArrayList? What is the smallest? What is the largest? What about the special case of inserting a new value at the end of the list? Try it! Check _____ MY CODE SO FAR: import java.util.ArrayList ; import java.util.Random ; /.

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Early in my auditing career, I always wondered \'how do I know when I\'ve got enough evidence to render an opinion?\' How might you answer this? Solution Objective: The objective of the auditor is to plan and perform the audit to obtain appropriate audit evidence that is sufficient to support the opinion expressed in the auditor\'s report. Sufficient Appropriate Audit Evidence: The auditor must plan and perform audit procedures to obtain sufficient appropriate audit evidence to provide a reasonable basis for his or her opinion. Sufficiency is the measure of the quantity of audit evidence. The quantity of audit evidence needed is affected by the following: Appropriateness is the measure of the quality of audit evidence, i.e., its relevance and reliability. To be appropriate, audit evidence must be both relevant and reliable in providing support for the conclusions on which the auditor\'s opinion is based..

Early in my auditing career, I always wondered how do I know when .pdf

Early in my auditing career, I always wondered how do I know when .pdf

Early in my auditing career, I always wondered how do I know when .pdf

Discus the development of the fraud examiner/forensic accounting profession since the 2001 Enron fraud. Discuss applicable standards and the core foundation of the profession. Solution Forensic accounting has been pivotal in the corporate agenda after the financial reporting problems which took place in some companies around the world like Enron. These scandals resulted in the loss of public trust and huge amounts of money. In order to avoid fraud and theft, and to restore the badly needed public confidence, several companies took the step to improve the infrastructure of their internal control and accounting systems drastically. It was this development which increased the importance of accountants who have chosen to specialize in forensic accounting and who are consequently referred as “forensic accountants.” Forensic accounting relies on the fraud triangle to identify weak points in the business systems and find possible suspects in cases of fraud. It consists of three core concepts which together create a situation ripe for fraud: incentive, opportunity, and rationalization. People must have the incentive and opportunity to commit financial fraud, as well as the ability to justify it. Recent analysis has suggested adding a fourth concept to make a diamond—capability. Just because someone has the opportunity or incentive to steal does not necessarily mean that they have the capability to do so. For example, if someone does not understand how to make journal or ledger entries in the books of accounts, they would not know how to manipulate numbers no matter what the incentive or opportunity is. The accounting scandals involving Enron, WorldCom, Global Crossing, and other companies have put accountants in the public spotlight as never before in their history. After these accounting scandals, public confidence in the accounting profession has been seriously undermined. However, the scandals have created business for forensic accountants and developed opportunities for forensic and investigative accounting. Forensic accountants have been conducting these activities for quite some time in a quiet professional manner. New laws and regulations resulting from these scandals will make the role of forensic accountants more important than ever before in the business world. Forensic accountants, also referred to as forensic auditors or investigative auditors, often have to give expert evidence at the eventual trial. All of the larger accounting firms as well as many medium-sized and boutique firms have specialist forensic accounting departments. Forensic accountants utilize an understanding of business information and financial reporting systems, accounting and auditing standards and procedures, evidence gathering and investigative techniques, and litigation processes and procedures to perform their work. Forensic accountants are also increasingly playing more proactive risk reduction roles by designing and performing extended procedures as part of stat.

Discus the development of the fraud examinerforensic accounting pro.pdf

Discus the development of the fraud examinerforensic accounting pro.pdf

Discus the development of the fraud examinerforensic accounting pro.pdf

Could a cell survive by having just peripheral proteins on it’s membrane? Why? Solution Principal component of plasmamembrane are lipids , phospholipid and carbohydrate . Phospholipid make good barrier between interior and exterior of cell . Phospholipid , cholestrol expand range of temperature for normal functioning of membrane. So without Phospholipid it is not possible that membrane survive .Peripheral protein only help in signal transduction and allow only certain molecules in and out of cell. They also function as receptor for hormone etc..

Could a cell survive by having just peripheral proteins on it’s memb.pdf

Could a cell survive by having just peripheral proteins on it’s memb.pdf

Could a cell survive by having just peripheral proteins on it’s memb.pdf

Define a class named Doctor whose objects are records for clinic’s doctors. Derive this class from the class Person given in listing 8. A Doctor record has the doctor’s name—defined in the class Person—A specialty as a string (for example Pediatrician, Obstetrician, General Practitioner, and so on), and office visit fee (use type double). Give your class has a reasonable complement of constructors, accessor methods and an equals method as well. Write a driver program to test all your methods. this is the test file modify this to make the test file work Solution //class doctor extended from person class Doctor extends Person { //instnace variables String specialty; double fee; //default construtor public Doctor() { super(); specialty=\"\"; fee=0; } //parameterized contstructor with name as paratemetr public Doctor(String n) { super(n); specialty=\"\"; fee=0; } //constructor accepting name and specialty public Doctor(String n,String s) { super(n); specialty=s; fee=0; } //constructor accepting name and fee public Doctor(String n,double f) { super(n); specialty=\"\"; fee=f; } //constructor accepting name,fee and specialy public Doctor(String n,double f,String s) { super(n); specialty=s; fee=f; } //method to set variables for doctor public void set(String n,double f,String s) { set(n); specialty=s; fee=f; } //setter for fee public void setOfficeFee(double f) { fee=f; } //setter for spciality public void setSpecialty(String s) { specialty=s; } //getter for speciality public String getSpecialty() { return specialty; } //getter for fee public double getOfficeFee() { return fee; } //set fee public void writeOfficeFee() { fee=0; } //set specislity public void writeSpecialty() { specialty=\"No specialty yet.\"; } //compare two doctor objects public boolean equals(Doctor d) { return hasSameName(d) && fee==d.fee && specialty.equals(d.specialty); } //display doctor detais public void writeOutput() { super.writeOutput(); System.out.println(\"Speciality: \" +specialty); System.out.println(\"Fee: \"+fee); } } class Person { private String name; public Person() { name = \"No name yet.\"; } public Person(String initialName) { name = initialName; } public void setName(String newName) { name = newName; } public void set(String newName) { name = newName; } public void writeName() { name = \"No name yet.\"; } public String getName() { return name; } public void writeOutput() { System.out.println(\"Name: \" + name); } public boolean hasSameName(Person otherPerson) { return (this.name.equalsIgnoreCase(otherPerson.getName())); } } import java.util.*; public class DoctorTest{ public static void main(String []args){ Scanner keyboard = new Scanner(System.in); char repeat; do // repeat if user says \'yes\' { // Test the six constructors (uses writeOutput method) Doctor drNo = new Doctor(); System.out.println(\"Using default constructor:\"); System.out.println(); System.out.println(\"Verify:\"); System.out.println(\"No name yet.\"); System.out.println(\"$150\"); System.out.

Define a class named Doctor whose objects are records for clinic’s d.pdf

Define a class named Doctor whose objects are records for clinic’s d.pdf

Define a class named Doctor whose objects are records for clinic’s d.pdf

cell nuclei experiment 1. What is function of SDS and O.5M NaCl in the isolation of DNA 2. How did DNase affect the spooling of DNA? 3..What % of ethanol was used in the DNA isolation and where did stand when added to aqueous solution and why? it was 95% ethanol Solution Answer 1]In DNA isolation SDS is used for cell lysis & release of cell contents Role of 0.5 M Nacl= The proteins & other hydrocarbons are still soluble in water but DNA form complex with Nacl salt at this conc. 2] DNAase affect the spooling of DNA = Dioxyribonuclease breaks the phosphodiester bonds that connects the nucleotide units in DNA degrades long DNA molecules into shorter segments 3] 95% ethanol is used in DNA extraction.

cell nuclei experiment1. What is function of SDS and O.5M NaCl in .pdf

cell nuclei experiment1. What is function of SDS and O.5M NaCl in .pdf

cell nuclei experiment1. What is function of SDS and O.5M NaCl in .pdf

C++ Sorting The parameter to the following two recursive routines is a pointer to a singly linked list of numbers, whose elements are unique (no duplicates) and unsorted. Each node in the list contains two members, info (a number) and next (a pointer to the next node). Write a recursive value-returning function, MinLoc, that receives a pointer to a list of unsorted numbers and returns a pointer to the node that contains the minimum value in the list. Write a recursive void function, Sort, that receives a pointer to an unsorted list of numbers and reorders the values in the list from smallest to largest. This function may call the recursive MinLoc function that you wrote in part Solution Here is the solution for part(a): int linked_list::MinLoc(node *head) { if(head == NULL) return -1; else if(head->next == NULL) return head->info; else return (head->info < MinLoc(head->next) ? head->info : MinLoc(head->next)); }.

C++ Sorting The parameter to the following two recursive routines is.pdf

C++ Sorting The parameter to the following two recursive routines is.pdf

C++ Sorting The parameter to the following two recursive routines is.pdf

Briefly discuss five criteria used to classify an organism as a multicelled animal? Solution Organisms that consist of more than one cell are known as multicellular organisms. Multicelluar organisms are made up of more than one cell. These cells identify and attach to each other to form a multicellular organism. Most of the multicellular organisms are visible to the naked eye. Organisms like plants, animals, and some algae from a single cell and they grow up into a multicelled organism. Both prokaryotes and eukaryotes show multicellularity. True multicellular organisms regenerate a whole organism from germ cells. There are there theories to discuss the mechanisms by which multicellularity could have evolved. Symbiotic Theory- Symbiotic theory states that the first multicellular organism arose from symbiosis behaviour of different species of a single-celled organism, each performing different functions. Such symbiotic relation ship is seen between clown fish and Riterri sea anemones. The Cellularization Theory or The Syncytial Theory- The cellularization theory states a unicellular organismwould have developed from membrane boundaries/partitions around each nuclei from a single celled organisms with multiple nuclei. Protists like cliates and slime molds have multiple nuclei supporting this theory. The Colonial Theory- The colonial theory that the symbiosis of many organisms of the same species led to the evolution of multicellular organisms. This theory was proposed by Haecked in 1874.Majority of multicellularity occurs as a consequence of the cells falling to separate following the process of division. Example of this theory can be seen in multicellular protists like Volvox, Eudorina. Advantages of Multicellularity in organism are that multicellularity allows the organism to exceed the size limits. Multicelluarity also permits in increasing the complexity of the organism by allowing differentiation of numerous cellular lineages in an organism. Animals are multicellular and move with the aid of cilia, flagella, or muscular organs based on contractile proteins. They have organelles including a nucleus, but no chliorplasts or cell walls. Animals acquire nutrients by ingestion. They have multiple cell with mitochondria and they depend on other organisms for food Biologists recognize 36 phyla in the animals kingdom. Size-The size of animals ranges from a few celled organosm like the mesozoans to animals weighing many tones like the blue whale. Animals bodies- Bodies of animals are made of cells organized into tissues which perform specific functions in most animals tissue are organized into complex organs, which form organ systems. Cell structure_ The animal cell contains organelles like the nucleus, mitochondria, Golgi complex, ribosomes, endoplasmic reticulum, lysosomes, vacuoles, centrioles, cytoskeieton. Animals are made up of many organs systems, that aids in performing specific functions that are necessary for the survival of the organism. O.

Briefly discuss five criteria used to classify an organism as a multi.pdf

Briefly discuss five criteria used to classify an organism as a multi.pdf

Briefly discuss five criteria used to classify an organism as a multi.pdf

Which of the following statements about detritivores is true? they are an energy component, they eat dead organic material, and they occupy a trophic level they store energy at a higher intensity that carnivores, they are scavengers, and they are a trophic pest they are an energy flow, they undergo chemosynthesis, and they are not a part of the food web they generate their own energy sugar molecules, they are carnivores, and they can cause eutrophication of aquatic ecosystems Solution Detrivores are the special type of organism that is feed on the dead and decaying organic matters, breaks the complex molecules of the decaying organism and makes the broken organic material useful for the plant as nutrients. Therefore, detrivores are the energy compartment, they eat dead organic material and they occupy a trophic level..

Which of the following statements about detritivores is true they a.pdf

Which of the following statements about detritivores is true they a.pdf

Which of the following statements about detritivores is true they a.pdf

What is the role of anaerobic cellular respiration in the nitrogen cycle, and how does anaerobic respiration differ from aerobic respiration? Solution Organisms that perform anaerobic respiration like Pseudomonas denitrificans take oxidized form of nitrogen like nitrous oxide as terminal electron acceptor and convert it to nitrogen which is released in air. This is an important step of nitrogen cycle known as denitrification. Difference between aerobic and anaerobic respiration:.

What is the role of anaerobic cellular respiration in the nitrogen c.pdf

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What is on Important difference between genetic dissection and genomics? Genetic dissection can be used to determine the sequence of a gene Genomics can only be applied to humans and not to non-human model organisms Genomics can be used to analyze many genes at once Compared to genetic dissection, genomic approaches and sequencing are cost-prohibitive with today s technology. Solution Ans A The important difference is Genetic dissection can be used to determine the sequence of a gene..

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The following figure shows two possible groups of species on which to focus conservation efforts. Why might you choose a conservation strategy that would save the two species in blue rather than the three species in red? Saving two closely related species preserves more phylogenetic history than saving three more distantly related species. Saving the blue species preserves more phylogenetic diversity. The blue species are easier to preserve because they have not evolved as much as the red species. The red species are not important to the ecology of their habitat. Solution Saving the blue species preserves more phylogenetic diversity. Long brances mean very long evolution. Those species evilved in such a way that they have their iwn niche and can be easily conserved. Short branches means closely related species and less genetic diversity..

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Write a method countUnique that takes a List of integers as a parame.pdf

1. Write a method countUnique that takes a List of integers as a parameter and returns the number of unique integer values in the list. Use a Set as auxiliary storage to help you solve this problem. For example, if a list contains the values [3, 7, 3, -1, 2, 3, 7, 2, 15, 15], your method should return 5. The empty list contains 0 unique values. Solution package arraylistexample; import java.util.ArrayList; import java.util.HashSet; import java.util.List; import java.util.Scanner; import java.util.Set; public class ARRAYLISTEXAMPLE { public static void main(String[] args) { List list = new ArrayList<>(); Scanner scanner = new Scanner(System.in); System.out.print("Enter some numbers.."); System.out.println("Press any non integer(Either Float or character ) for ending the input"); while (scanner.hasNextInt()) { int i = scanner.nextInt(); list.add(i); } int k = alok.countUnique(list); System.out.print(" Total number of unique elements Are : t" + k); } } class alok { public static int countUnique(List lst) { Set set = new HashSet<>(lst); System.out.println("Set values ....."); set.stream().forEach((temp) -> { System.out.print(temp + "t"); }); int n = set.size();

2. return n; } }