Location: near Govt College of Science Multan Pakistan
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Program / Discipline: BSIT
Class Roll Number: 07-15
Re: Show Your Smartness....!!!
rectangle tu hotay hai nahi hain na wo tu square hotay hain na...
waisay samnay walay square main tu 64 small square hain aur 2 baray squares hain na jin kay andar 64 mazeed smal squares hain total 66 ho gai na...
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66 se zyaada hain zo chote square hain use saath me deko 9 square mila ker bhi ek naya square bnta hi.. per miene nahi ginaa yeh... hatao bohot boring kaam hai..
Class Roll Number: BME-01083029 (The University Of Lahore)
Re: Show Your Smartness....!!!
boaring nahi ha sirf math/stat
ha asan ha
sirf possible no of combinations talash kerna ha
66 say zada hain balkeh itna bhi bata doon 200 say bhi zada hain a hint for you
Location: near Govt College of Science Multan Pakistan
Posts: 9,693
Contact Number: Removed
Program / Discipline: BSIT
Class Roll Number: 07-15
Re: Show Your Smartness....!!!
Quote:
Originally Posted by usman_latif_ch
yes you r reaching....towards the answer ......good attempt
The answer that I found is below hope it is correct...
There are many more different-sized squares on the chessboard.
The complete list of answers is shown below: 1, 8x8 square
4, 7x7 squares
9, 6x6 squares
16, 5x5 squares
25, 4x4 squares
36, 3x3 squares
49, 2x2 squares
64, 1x1 squares
There is another big box too which contains all chess board.
Therefore, there are actually 64 + 49 + 36 + 25 + 16 + 9 + 4 + 1 +1 squares on a chessboard! (In total 205).
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