ya ur right!!!

On 10 August 2011 18:44, vamshi vijay <vamshi1...@gmail.com> wrote:

> @Sagar
>
> See at level 4, 81 leaf  nodes are possible, since in question it has been
> given 28 leaf  nodes, if i  use just 10 nodes from level 3 (27 nodes), i can
> get 28 leaves, but if u observe the remaining 17 nodes in the 3rd level are
> also becoming leaf nodes, but in question given as 28 leaf nodes..Plz
> correct me.
>
> What i feel is we can have 2 cases
>
> 1) Minimum internal nodes posible
>
> If we can observe nodes pattern in each level
>
> 1
> 3
> 9
> 27
>
> so in 4th level there are 27 leaf nodes, to get 28 leaf nodes, select one
> from 27 nodes and add 2 childs, so total leaf nodes become (27-1)+2=28
> In this case, internal nodes= 1+3+9+1=14
>
> 2) maximum internal nodes
>
> in the 4th level, add one child to each node, we get 27 leaf nodes in 5th
> level  and similarly select 1nodes  in 5th level and add 2 childs to make
> nodes 28, now we have interal nodes= 1+3+9+27+1=41
>
> Correct me if wrong...
>
> On 10 August 2011 05:19, sagar pareek <sagarpar...@gmail.com> wrote:
>
>> Excatly....
>>
>> why dont u just make a rough diagram in paper for binary and ternary trees
>>
>> and just see that each level has max of 2/3^i   where 2/3 is for
>> binary/ternary tree and i is level where root level is 0...
>>
>> then make a complete ternary tree and see why leaves with 28 in numbers
>> have internal nodes 40...
>> just do it and then u will learn
>>
>>
>> On Wed, Aug 10, 2011 at 4:58 PM, Brijesh Upadhyay <
>> brijeshupadhyay...@gmail.com> wrote:
>>
>>> It could have a maximum of 81 leaves with the same '40' no of internal
>>> nodes.... so for any value between 28 to 81, it would have only 40 internal
>>> nodes
>>>
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>>
>>
>>
>> --
>> **Regards
>> SAGAR PAREEK
>> COMPUTER SCIENCE AND ENGINEERING
>> NIT ALLAHABAD
>>
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>
>
>
> --
> With Regards,
> N.Vamshi Vijay,
> Mtech,CSE
> IIT Kharagpur
> Mobile:-07501541110
>
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-- 
regards Pratima :)

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