Than you Igor.
But can you explain the last addition..

On Tue, Apr 3, 2012 at 12:09 AM, Igor Naverniouk <[email protected]>wrote:

> Inclusion-Exclusion principle.
>
> Add all the numbers that are divisible by
> - a and d
> - a and e
> - a and f
> - b and d
> - ...
> - c and f
>
> Subtract all the numbers that are divisible by
> - a, b and d
> - a, c and d
> - b, c and d
> - ...
> - c, e and f
>
> Add back all the numbers that are divisible by
> - a, b, c and d
> - ...
> - c, d, e and f.
>
> ...
>
> igor
>
> On 2 April 2012 11:36, vivek dhiman <[email protected]> wrote:
>
>> Hi all smart people.
>>
>> if there are two set of numbers (both sets are of size 3)
>> (a,b,c) and (d,e,f)
>>
>> given a number k, how will you count all numbers(n) < k that are
>> divisible by both x and y
>> where x is any number from set (a,b,c)
>> and y is any number from set (d,e,f)
>>
>> remember you should take care of repetitions..
>>
>> Thing is I am doing this using sets and iterators which is taking much
>> more time ..suggest some better approach ..
>> No need to write code... just the approach..
>>
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-- 
Regards
Vivek Dhiman

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