tag:blogger.com,1999:blog-1749409183993018023.post1967193590900572547..comments2023-10-10T15:14:32.838+05:00Comments on SYRA STAR: Interesting SitesSyrahttp://www.blogger.com/profile/10219107993573263738noreply@blogger.comBlogger8125tag:blogger.com,1999:blog-1749409183993018023.post-2881257242203283592008-01-01T10:46:00.000+05:002008-01-01T10:46:00.000+05:00'(10x+y) - (x+y) = 9x'kewl!'(10x+y) - (x+y) = 9x'<BR/>kewl!Syrahttps://www.blogger.com/profile/10219107993573263738noreply@blogger.comtag:blogger.com,1999:blog-1749409183993018023.post-69151717867830570972007-12-31T12:10:00.000+05:002007-12-31T12:10:00.000+05:00oh i guess i am late to visit the site. I solved t...oh i guess i am late to visit the site. I solved the problem within 60 sec. :(isaleemhttps://www.blogger.com/profile/09921446302232158284noreply@blogger.comtag:blogger.com,1999:blog-1749409183993018023.post-64827610927134885562007-12-31T11:54:00.000+05:002007-12-31T11:54:00.000+05:00for those who cannot resist abstraction:any two di...for those who cannot resist abstraction:<BR/><BR/>any two digit number can be written as <BR/>10x+y <BR/>such that x,y are a natural numbers less than or equal to 9. (x is the 10s digit while y is the units digit).<BR/>the sum of the two digits is <BR/>x+y<BR/><BR/>thus, the difference of these two numbers is<BR/><BR/>(10x+y) - (x+y) = 9x<BR/><BR/>since x is a natural number the result as noted above is always a multiple of 9 <BR/>:Dkhanyhttps://www.blogger.com/profile/05091285146981588212noreply@blogger.comtag:blogger.com,1999:blog-1749409183993018023.post-78911689066658637942007-12-31T11:21:00.000+05:002007-12-31T11:21:00.000+05:00Everytym it ends up in multiples of 9....wuhu....G...Everytym it ends up in multiples of 9....wuhu....<BR/><BR/>GooD Going Xunaira and Samreen!!!teeB@https://www.blogger.com/profile/06276750236146374504noreply@blogger.comtag:blogger.com,1999:blog-1749409183993018023.post-47217283862510819572007-12-31T11:20:00.000+05:002007-12-31T11:20:00.000+05:00Applause for Ms Samreen :) Very SmartThanks Zunair...Applause for Ms Samreen :) Very Smart<BR/>Thanks Zunaira.Syrahttps://www.blogger.com/profile/10219107993573263738noreply@blogger.comtag:blogger.com,1999:blog-1749409183993018023.post-71482301066331849572007-12-31T11:13:00.000+05:002007-12-31T11:13:00.000+05:00Okay here goes the logic behind the spooky site......Okay here goes the logic behind the spooky site...<BR/>whichever 2-digit number we select...suppose 66 or 92 or 37...when we sum up its digits...in the stated cases<BR/>6+6=12<BR/>9+2=11<BR/>3+7=10<BR/>and subtract the result from the original...<BR/>66-12<BR/>92-11<BR/>37-10<BR/>the answer we get will always be a multiple of 9...again in the cases stated...<BR/>66-12=54<BR/>92-11=81<BR/>37-10=27<BR/>so now notice that all multiples of 9 are assigned the same symbol on the website...and voila! that's how they always know which number we end up with :)...<BR/>This logic was figured out by my colleague Ms. Samreen Mukhtar...a big round of applause for her along with a water cooler :)officialwarrantyhttps://www.blogger.com/profile/02580841940104116508noreply@blogger.comtag:blogger.com,1999:blog-1749409183993018023.post-70440842502964205022007-12-31T10:14:00.000+05:002007-12-31T10:14:00.000+05:00jee, the Quran explorer is handy.Free rice could h...jee, the Quran explorer is handy.<BR/><BR/>Free rice could help those preparing for IELTS and GRE.<BR/><BR/>Don't think of a number, click next and see what symbol appears in the spooky site.Syrahttps://www.blogger.com/profile/10219107993573263738noreply@blogger.comtag:blogger.com,1999:blog-1749409183993018023.post-88824655823539831702007-12-31T10:05:00.000+05:002007-12-31T10:05:00.000+05:00the Quran Explorer is goody....ive used it before....the Quran Explorer is goody....ive used it before...<BR/><BR/>The Rice Grains is CooL...its really intersting and convienient in many ways..<BR/><BR/>and the Spooky is REALLY SPOOKY...!!!<BR/><BR/>although ive done this before but every tym it makes me go crazy....HOW DUZ THIS APP KNOW MY THOTS??? :OteeB@https://www.blogger.com/profile/06276750236146374504noreply@blogger.com