import java.util.* ;
public class MaxFinder
{
public static void main(String[] args)
{
//average high temperatures for Toronto according to gocanada.
String temperatures = "-2 -1 4 11 18 24 27 26 21 14 7 0" ;
Scanner scanner = new Scanner(temperatures) ;
int hottestTemp = 0 ;
int hottestMonth = 0 ;
int coldestTemp = 0 ;
int coldestMonth = 0 ;
//-----------Start below here. To do: approximate lines of code = 14
// 0. initialize month
//1. write a while loop that reads temperatures from scanner (assume you do not know how many values there will be, so use the hasNextInt() method) ;
// Hint: use scanner.hasNextInt() in the loop condition
// Don't forget to increment variable month
//2. if this is the first month or an extreme month, update the hottestMonth,hottestTemp or coldestMonth,coldestTemp variables ;
// an extreme month means the temperature for this month is > the current hottest temperature or
// the temperature is <>
// and one for coldest
//3. after the loop print the hottest month and coldest month in the style shown in the Expected region.
System.out.println("Hottest month is " + hottestMonth + " (" + hottestTemp + " C)");
System.out.println("Coldest month is " + coldestMonth + " (" + coldestTemp + " C)");
//-----------------End here. Please do not remove this comment. Reminder: no changes outside the todo regions.
System.out.println("Expected: ") ;
System.out.println("Hottest month is 7 (27 C)") ;
System.out.println("Coldest month is 1 (-2 C)") ;
scanner.close() ;
System.out.println("######### Switching planets! #############") ;
Random random = new Random(33) ;
temperatures = "" ;
final int MONTHS = random.nextInt(50) + 1 ;
for (int i = 0 ; i <>
if (i < months >
temperatures += " " + "-" + random.nextInt(1000) ;
else
temperatures += " " + random.nextInt(1000) ;
scanner = new Scanner(temperatures) ;
//-----------Start below here. To do: approximate lines of code = 14
// 1. repeat your code from the above todo region (removing repeated declarations, if necessary, so that now the calculation is done for this random planet.