Three sticks, three squares












10














enter image description hereThere are 5 squares in this puzzle as shown in picture we have to pick only three match sticks resulting formation of exactly 3 squares. which numbers of sticks should be removed from the formation nothing extra stick.










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  • 1




    are there not 6 squares initially?
    – JonMark Perry
    Nov 24 at 14:57










  • yes you are right they may be considered six including big square.but solution is only one.
    – Ihtisham Ali Farooq
    Nov 24 at 16:30
















10














enter image description hereThere are 5 squares in this puzzle as shown in picture we have to pick only three match sticks resulting formation of exactly 3 squares. which numbers of sticks should be removed from the formation nothing extra stick.










share|improve this question




















  • 1




    are there not 6 squares initially?
    – JonMark Perry
    Nov 24 at 14:57










  • yes you are right they may be considered six including big square.but solution is only one.
    – Ihtisham Ali Farooq
    Nov 24 at 16:30














10












10








10







enter image description hereThere are 5 squares in this puzzle as shown in picture we have to pick only three match sticks resulting formation of exactly 3 squares. which numbers of sticks should be removed from the formation nothing extra stick.










share|improve this question















enter image description hereThere are 5 squares in this puzzle as shown in picture we have to pick only three match sticks resulting formation of exactly 3 squares. which numbers of sticks should be removed from the formation nothing extra stick.







matches






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edited Nov 24 at 14:56









JonMark Perry

17.1k63281




17.1k63281










asked Nov 24 at 14:40









Ihtisham Ali Farooq

36816




36816








  • 1




    are there not 6 squares initially?
    – JonMark Perry
    Nov 24 at 14:57










  • yes you are right they may be considered six including big square.but solution is only one.
    – Ihtisham Ali Farooq
    Nov 24 at 16:30














  • 1




    are there not 6 squares initially?
    – JonMark Perry
    Nov 24 at 14:57










  • yes you are right they may be considered six including big square.but solution is only one.
    – Ihtisham Ali Farooq
    Nov 24 at 16:30








1




1




are there not 6 squares initially?
– JonMark Perry
Nov 24 at 14:57




are there not 6 squares initially?
– JonMark Perry
Nov 24 at 14:57












yes you are right they may be considered six including big square.but solution is only one.
– Ihtisham Ali Farooq
Nov 24 at 16:30




yes you are right they may be considered six including big square.but solution is only one.
– Ihtisham Ali Farooq
Nov 24 at 16:30










1 Answer
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9














You can form exactly 3 squares by removing sticks number




4,5 and 7

This leaves three squares in a left right left pattern







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    1 Answer
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    1 Answer
    1






    active

    oldest

    votes









    active

    oldest

    votes






    active

    oldest

    votes









    9














    You can form exactly 3 squares by removing sticks number




    4,5 and 7

    This leaves three squares in a left right left pattern







    share|improve this answer


























      9














      You can form exactly 3 squares by removing sticks number




      4,5 and 7

      This leaves three squares in a left right left pattern







      share|improve this answer
























        9












        9








        9






        You can form exactly 3 squares by removing sticks number




        4,5 and 7

        This leaves three squares in a left right left pattern







        share|improve this answer












        You can form exactly 3 squares by removing sticks number




        4,5 and 7

        This leaves three squares in a left right left pattern








        share|improve this answer












        share|improve this answer



        share|improve this answer










        answered Nov 24 at 14:48









        Nicolai

        2265




        2265






























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