@ % $ # )
% + # & ^
@ & % # !
* + $ & %
/ ^ ! + $
Change all the rows with equal number of column(in the increasing order),by keeping # fixed(i.e.they can’t change position with other element),then find the element at position (3*2)..

• keeping # fixed those who dont understand the question think lyke that if we do not # fixed then generally transpose the matrix we get
  @ % @ *
  % + & + ^
  $ # % $ !
  # & # & +
  ) ^ ! % $
  now fixed the # thats mean swap the respective position number with # so we get
  @ % @ #
  % + # + ^
  $ & % # !
  * & $ & +
  ) ^ ! % $
  1st swap is # with *(4,1) position
  2nd swap is # with &(3,2)) position(the ultimate answer what they want)
  3rd swap is # with $(4,3)
  so the answer is &
• 11 years agoHelpfull: Yes(14) No(2)