Problem::cryin::crazy: suppose you are given 100 gold coins labeled w/ numbers 1 through n. Coin n has weight and worth that is sqrroot(n). Given one minute if computation, how close can you come to dividing the 100 coins into piles of 50 coins each of nearly equal weight. The output should be a difference in the weight, followed by a list of the 50 labels of coins on one side of the scale. :cryin::crazy: PLS help me...this is the case study that is given to me but i totally suck in memorizing formulas in mathematics.. thats why i dont know how to make this one...:cryin:
you can get two boundaries assign to array and sort ascending for a start then take the value at 49 as the boundary line so you can keep adding the numbers > or < the boundary
