Magic square java code
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Anyways, first error: Your first error can be taken care of by rewriting line 1 to this: import java. In this example, we will read a series of 9 numbers and arrange them in a 3×3 matrix. Notice that the sum of row index and column index of each of these cells are the same, which is 2? This, in turn, defines a method called that you'll probably find very useful. All you have to do is to specify your instructions and expectations. The first diagonal is made up of the numbers that lie on an imaginary line that goes across the square from top left to bottom right.

Repeat the process until all the squares are filled. On line 25 and 26 we have a for loop to calculate the sum of numbers on the first row. Consequently, the value of condition on line 76 is true, and line 77 is executed. A is an NxN square matrix whose numbers consist of consecutive numbers arranged so that the sum of each row and column, and both diagonals are equal to the same sum which is called the magic number or magic constant. So with the current input, the statements on lines 41-49, 54-60, and 65-72 are skipped.

What is a 2-dimensional 2D array? In this cycle, we have 3 more inner cycles, and the first one is when j is 0. The square told the people how big their sacrifice needed to be in order to save themselves. Line 130 is a user defined modulo function, and 140 helps calculate the addends for the number that will go in the current position. The value of magic was originally set to true, and once we found a sum calculation that is not the same as the reference value, we set its value to false. It allows building both web-based and Applet Java applications in an easy and effective manner as it comes packed with a lot of handy features and functions. Increment row and column, wrapping around the borders. Then for the given number of rows you will prompt the user to enter each row of numbers.

If the length is not a perfect square, then the string cannot be a magic square palindrome. To learn more, see our. There is also no verification that the 2D array is in fact a square, that is to say that each row and each column have the same length. We use i and j as the reference to the row index and column index respectively. So, good luck on your problem. But I'm just learning 2d arrays. Making n final ensures that people won't expect it to change.

Therefore, when the value is checked on line 40, the condition of the statement is true. In this case, that value is 34. On lines 4-6, we declare a couple of variables. If it does not exist in the array, return true. In such a case, false should be returned, instead of having an exception. The numbers are usually but not always the first N 2 positive integers.

GetLength 1 ; j ++ Console. We have i as the counter for the outer loop and jas the counter for the inner loop. When the break statement on line 35 is executed, the for loop stops, and the next cycle is not executed. Square: 1 12 8 13 15 6 10 3 14 7 11 2 4 9 5 16 Order: 8; magic constant: 260. So, we can use this condition for our sum calculation. Util does not exist import.

To learn more, see our. Numbers in blue refers to the row index, while numbers in green refers to the column index. I am not helping someone who wants me to do the work when they have one hell of a starting point. Here is an example of a magic square: If we sum up the numbers on each row, 2+7+6, 9+5+1, and 4+3+8 the results are the same, which is 15. The columns The rest of code correctly tests whether rows and both diagonals have the same sum, but it doesn't consider columns. The same process goes on until both iand j reached the value of 2. Also I started programming about 1.

The free edition supports conversions up to 1000 lines and code snippet conversions up to 100 lines at a time. I've been having an issue with my Magic Square code. Therefore, line 59 is skipped. The compiler would probably handle that. List transpose , unfoldr , intercalate import Data. Remember that we set the initial value of magic to true, and so far this value has not changed. Therefore, when this value is compared with the value of sum on line 33, the condition is false.