Navin , your reply is correct.
On Sat, May 19, 2012 at 10:36 PM, Gene gene.ress...@gmail.com wrote:
The problem is not so clear, so you must make some assumptions to gat
an answer. Since we have water, we have to envision the histogram in
3d. Then assume that the distance between histogram
we need to find the amount of water stored on every bar of the histogram.
For this, we need to find two values :-
v1 :- the highest bar to the left - O(n)
v2:- the highest bar to the right - O(n)
amount of the water stored on the current bar is
Res= ( minimum of the two values(v1,v2) -
The problem is not so clear, so you must make some assumptions to gat
an answer. Since we have water, we have to envision the histogram in
3d. Then assume that the distance between histogram bars is 1 and bar
i has height H[i], 0=iN, zero width and unit depth, and the base
plane is at zero. Water
