Question

in a magic square each row, column and diagonal have the same sum. Check which of the
following is a magic square. Also mention the sum of any row or diagonal of the magic square. ​

Answer 1

Answer:

In the first square,<br> If we check the sum of each row and each column in the first square, it comes

.<br> However, if we check the sum of numbers on diagonals, it comes

and

.<br> As one of the diagonal have different sum than the sum of rows and columns, this is not a magic square.<br><br> In the second square,<br> If we check the sum of each row and each column in the second square, it comes

.<br> If we check the sum of numbers on diagonals, it comes

and

.<br> As the sum of each row, column and diagonal have the same sum, this is a magic square.<br>

Answer 2

Answer:

you have to see the square box in row like-2,-8,22 n then next row 28 ,2,-20 again next row -14,16,10 you have to solve the row if you get same answer in its row then go to column which is -2,28,-14 then -8,2,16,then 22,-20,10 you have to solve it if you get the same answer then go to diagonal which is -2,2,-20,

then u have to see the next diagonal 22,2,-14

if you get the same answer this ia magical square if not then try the next one thnk u