RIDDLER's RIDDLE #1

must see for all people intrested in solving riddle :


Let me see if u can solve this riddle ,
solve this limit and prove ur mettle .

lim (n!/nn){(2n4+1)/(5n5+1)}
n→∞

21 Answers

1
Akash shrivastava ·

answer is 0
and any one can solve by using log

1
ANKIT MAHATO ·

the book is wrong .. thankx dude .. i wanted to check if my method was correct

1
Akand ·

dude if it was 1/e .....then y wud d heck will they give such huge powers?????
i think its e-2/5....

1
ANKIT MAHATO ·

i got the same answer but it was give 1/e as the answer .. .

1
Akand ·

wasnt thinkin while i was integrating hehehe [3][3][3]

1
Akand ·

ya sorry.................corrected

1
ANKIT MAHATO ·

01∫log x dx is not 0

1
ANKIT MAHATO ·

no dude ... it has an e term ..

1
Akand ·

y=(n!/nn){(2n4+1)/(5n5+1)}
logy={(2n4+1)/(5n5+1)}log(n!/nn)
logy=(2/n+1/n5)/(5+1/n5){log(1/n)+log(2/n)...log(n/n)
logy=2/5(1/n)Σlog(r/n)
logy=2/5∫logxdx
.....
logy=-2/5
y=e-2/5

1
Akand ·

is d ans 1.??????

if yes ill post d soln

1
ANKIT MAHATO ·

no u r not correct ... but ur method is close ...

1
karthik singaraju ·

....do not try to riddle me or else u will be caught in a riddle which will make u think that RIDDLE is himself a very big riddle ! .. I have no mass or volume no begining or end you see me everyday ... what am i ?

Guess what?

1
ANKIT MAHATO ·

(n!/nn) this quantity raised to the power i mentioned .

1
ANKIT MAHATO ·

yes

1
Optimus Prime ·

the answer is a real no.[3]

1
ANKIT MAHATO ·

still not got the answer !

1
ANKIT MAHATO ·

no .. i said it before

1
Akash shrivastava ·

karthik ur answer is light and

1
ANKIT MAHATO ·

no ..

1
rahul wadhwani ·

is answer is 1

1
ANKIT MAHATO ·

no one trying this !

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