c. What is wrong with below code: public class Test { public static void main(String[] args) { GeometricObject x = new Circle(3); GeometricObject y = x.clone(); System.out.println(x == y); } }

import java.util.Scanner; public class LabProgram {      // Recursive method to draw the triangle    public static void drawTriangle(int baseLength, int currentLength) {        if (currentLength <= 0) {            return;  // Base case: stop when currentLength is 0 or negative        }         // Calculate the number of spaces needed for formatting        int spaces = (baseLength - currentLength) / 2;         if (currentLength == baseLength) {            // If it's the first line, don't output spaces before the first '*'            System.out.println("*".repeat(currentLength) + " ");        } else {            // Output spaces and asterisks            System.out.println(" ".repeat(spaces) + "*".repeat(currentLength) + " ");        }         // Recursively call drawTriangle with the reduced currentLength        drawTriangle(baseLength, currentLength - 2);    }        public static void drawTriangle(int baseLength) {        drawTriangle(baseLength, baseLength);    }     public static…

Q: What's a better way to write this? (C#) public string SomeMethod(string OriginalZip) { string zip = "Zip Not Available"; zip = GetZip(zip, OriginalZip); return zip; } private static string GetZip(string zip, string OriginalZip) { int zipLength = (OriginalZip.HasValue) ? OriginalZip.Value.ToString().Length: 0; int NumOf Leading Zeroes = (zipLength > O && zipLength < 5) ? 5 - zipLength: 0; if (OriginalZip.HasValue) { i++) } zip = OriginalZip.Value.ToString(); for (int i = 0; i < NumOf Leading Zeroes; { } zip = "0" + zip; } return zip;

public class Main {    public static void main(String[] args) {        System.out.println("Your factorial is: " + factorial(9));    }} public static int factorial(int number) {        if (number == 0) {        return 1;    }        return number * factorial(number -1);    }   i need help fixing this code involving recursion