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Originally Posted by Ginger_FreakRealised where I went wrong - 1540
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Originally Posted by Ginger_FreakI got to 1475 but then realised that I have probably made a mistake! (Unless I haven't?)But whichever way suits you most.
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I got to 1475 but then realised that I have probably made a mistake! (Unless I haven't?)
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Originally Posted by Snooker Rocks!I know you can work out the number of squares on a chess board by using the formula:
http://www.qubesite.co.uk/magicsite/...b39dee2223.png
So I thought 20 rows would just be:
http://www.qubesite.co.uk/magicsite/...698b07cd49.png
i.e. 1435
I'll make another guess, 1436?
Here's a clue, Snooker Rocks! - this question is very similar indeed to one that you asked not long ago! At least, although it may sound different, it can be translated into a very similar problem.
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I know you can work out the number of squares on a chess board by using the formula:
http://www.qubesite.co.uk/magicsite/...b39dee2223.png
So I thought 20 rows would just be:
http://www.qubesite.co.uk/magicsite/...698b07cd49.png
i.e. 1435
I'll make another guess, 1436?
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Originally Posted by austrian_girlSeems I have been the saviour of this thread.Never rated a thread before but I'm glad I could restore the well-deserved position of this one.
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Guest repliedSeems I have been the saviour of this thread.Never rated a thread before but I'm glad I could restore the well-deserved position of this one.
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Originally Posted by Snooker Rocks!There have been 11 votes, with a 4.36 average. I haven't voted this thread yet, so I shall do so now. Hopefully this will get the rating back to where it should be and davis_greatest can keep posting marvellous questions
As to Round 97, would the following triangles be counted as the same or different? They have the same dimentions but different reds have been removed:
--------------O--------------
-------------OO-------------
------------OOO------------
-----------OOOO-----------
----------OOOOO----------
and...
--------------O--------------
-------------OO-------------
------------OOO------------
-----------OOOO-----------
----------OOOOO----------
So are those triangles different or the same?
Actually I suppose they're the same because they have the same dimentions
Edit: I'm going to take an educated guess at the answer: 1435?- although, they are all the same size, they are in different positions.
)
1435... not bad, but that's not what I make it, I'm afraid.... Try another guess!
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Originally Posted by davis_greatestSo.... how many possible triangles can be left for the game of Chimpsnooker with fewer balls?
wait, are we supposed to PM, I'll PM it now
PS On New Year's Eve, someone rated this thread one star (Terrible) - so, if the quality has deteriorated to such an extent, I shall refrain from posting further questions until either (a) that person gives the reasons on this thread for that rating (and preferably links to a better thread of his/her own) or (b) this thread's average rating gets back to its previous level.we need two more 5 star votes!!!
and, let's add this as well: I will close my round tonight 6 pm GMT.
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There have been 11 votes, with a 4.36 average. I haven't voted this thread yet, so I shall do so now. Hopefully this will get the rating back to where it should be and davis_greatest can keep posting marvellous questions
As to Round 97, would the following triangles be counted as the same or different? They have the same dimentions but different reds have been removed:
--------------O--------------
-------------OO-------------
------------OOO------------
-----------OOOO-----------
----------OOOOO----------
and...
--------------O--------------
-------------OO-------------
------------OOO------------
-----------OOOO-----------
----------OOOOO----------
So are those triangles different or the same?
Actually I suppose they're the same because they have the same dimentions
Edit: I'm going to take an educated guess at the answer: 1435?
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Round 97 - Chimpsnooker with fewer balls
Has still no one else had a go at snookersfun's round 96?Good luck with it!
Here is round 97 in the meantime. It might be the last round I post on this thread - at least for a while....
Round 97 - Chimpsnooker with fewer balls
Gordon is is about to break off in a frame of Chimpsnooker against Charlie . As you will recall, Chimpsnooker is played with a triangle of 20 rows of reds (that's 210 reds)! This time, the triangle has been set up the right way round!
However, Gordon looks at the table and agrees with Charlie that 20 rows of reds really is a bit too much. The frame will take all night. So, they agree to remove some reds, in order to leave a smaller equilateral triangle. The triangle can be of any size from one row to 19 rows. For example, it could have 5 rows (with a total of 15 reds) like normal snooker. If it has one row, that would mean (of course) just one red - so, there are 210 possible "one ball" triangles!
The triangle must be the right way round (i.e. the apex red must be towards the pink rather than the black). It does not matter if it is shifted left or right. Two possible smaller triangles are shown as examples below (one with 5 rows and one with just one row).
So.... how many possible triangles can be left for the game of Chimpsnooker with fewer balls?
PS On New Year's Eve, someone rated this thread one star (Terrible) - so, if the quality has deteriorated to such an extent, I shall refrain from posting further questions until either (a) that person gives the reasons on this thread for that rating (and preferably links to a better thread of his/her own) or (b) this thread's average rating gets back to its previous level.Attached Files
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Originally Posted by abextraHappy New Year to everyone!
http://cards.101newyear.com/cgi-bin/cards/showcard.pl?cardnum=ZCW81231133736265&log=ny101Happy new year!!!
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Happy New Year to everyone!
http://cards.101newyear.com/cgi-bin/cards/showcard.pl?cardnum=ZCW81231133736265&log=ny101
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