Harder Trick Question: From a book, a number of consecutive pages are missing. The sum of the page numbers of these pages is 9808. Which pages are missing?
@pooja195 let someone else try this
@rational @Miracrown @Zale101 @KingGeorge @sleepyjess @Nnesha
i dont know this one ;-;
oh lol lets see if someone else knows
There is a trick word in there :DD
Hint: pages (plural)
You guys got this :D
Hint: Let the number of missing pages be n and the first missing page p+1.
pages 291 thru 322 are missing!!!! Am i right?
Explain
*Waiting lol*
you guys give up?
no
Ok .*Jeopardy Song*
Sorry my internet keeps restarting and everytime it does my explanation goes away...
oh ok
I say that 2 through 9806 are missing
lol @sleepyjess but no lol u gave up yet @pooja195
Why am I wrong though? :(
ull see lets wait for POOJA
Oooohhhh nvm
Ok @pooja195 i am going to answer it in the next 30seconds lol
number of missing pages be n and the first page p+1. Then the pages p+1 up to and including p+n are missing, and n times the average of the numbers of the missing pages must be equal to 9808: n×( ((p+1)+(p+n))/2 ) = 9808 In other words: n×(2×p+n+1)/2 = 2×2×2×2×613 So: n×(2×p+n+1) = 2×2×2×2×2×613 One of the two terms n and 2×p+n+1 must be even, and the other one must be odd. Moreover, the term n must be smaller than the term 2×p+n+1. It follows that there are only two solutions: n=1 and 2×p+n+1=2×2×2×2×2×613, so n=1 and p=9808, so only page 9808 is missing. n=2×2×2×2×2 and 2×p+n+1=613, so n=32 and p=290, so the pages 291 up to and including 322 are missing. Because it is asked which pages are missing, the solution is: the pages 291 up to and including 322 are missing.
Refresh the page -_-
FINALLY YESSSSS
:P this is why i said to wait
O_O
SEE why @sleepyjess
WHY DID IT HAVE TO BE LONG XD
Lol but great job :D @KingGeorge
What did I do here lol
xD
nah just showing you lol
lol
Well i am done for the day ~Thanks for playing guys, Have a great night :D
Join our real-time social learning platform and learn together with your friends!