In a `4 xx 4` matrix, the sum of every row, every column and both the diagonals is 10 each, then the sum of 4 corner elements is `lambda`. Then `lambda` is divisible by

In a 4xx4 matrix,the sum of every row,every column and both the diagonals is 10 each, then the sum of 4 corner elements is lambda. Then lambda is divisible by

In a 4xx4 matrix the sum of each row, column and both the main diagonals is alpha . Then the sum of the four corner elements

In a 4xx4 matrix the sum of each row, column and both the main diagonals is alpha . Then the sum of the four corner elements

Let A =[a_(ij)]_(3 xx 3) be a matrix whose elements are distinct integers from 1, 2, 3,...,9. The matrix is formed so that the sum of the numbers is every row, column and each diagonal is a multiple of 9. If number of all such possible matrices is lambda, then lambda is divisible by

In a magic square, the sum of the numbers in each row, in each column and along the diagonals is the same. Is this a magic square?

In a “magic square”, the sum of the numbers in each row, in each column and along the diagonal is the same. Is this a magic square?

In a magic square,the sum of the numbers in each row,in each column and along the diagonal is the same.Is this a magic square?

In a “magic square”, the sum of the numbers in each row, in each column and along the diagonal is the same. Is this a magic square? TABLE

check whether in this square the sum of the numbers in each row and in each column and along the diagonals is the same.