Find the next term:
2 , 1 8 , 9 , 1 2 , 1 2 , 9 , 1 , 1 4 , ?
Note: Think out of the box. This problem has nothing to do with traditional series problems.
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HAHAHAHAHA, I SOLVED IT THE SAME WAY. THANKS FOR THE HINT.
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Well I think it's almost impossible to solve this problem without the hint. And I am glad u liked the problem.
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Well, it might be possible for Einstein you know. LOL :-)
Awesome problem. TOB!!! You have to. Btw we solved many such problems in our school MAT classes
I almost gave up then I started looking for the sort of palindrome 9,12,12,9 and saw it in the "illi" of Brilliant. Well played, sir.
I tried to solve for 10 minutes, and then I give up. Never thought of why this question is titled "Brilliant"... :)
By the way, I don't think its number theory question. It is just a puzzle type question.
Solved it in 20 seconds.
A = 1 , B = 2 , C = 3 , ...
B 2 R 1 8 I 9 L 1 2 L 1 2 I 9 A 1 N 1 4 T 2 0
This is a bit crazy one when I go through the hints. Sir, while it's seems good . Upvoted. :)
It's a funny & tricky question :-D The series of numbers represent alphabetic order like A=1, B=2, C=3......... :-) The series contains the word "BRILLIANT" :-) B=2, R=18,I=9..... so the answer is the last letter 'T' = 20 :-D
Study the word BRILLIANT and convert the letters into numbers based on their respective positions in the alphabet:
B-2, R-18, I-9, L-12, L-12, I-9, A-1, N-14 and T is the 20th letter of the alphabet!!! There you go!!!
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a = 1 , b = 2 , c = 3 … and so on
The pattern is the words of B r i l l i a n t
b = 2 , r = 1 8 … hence the answer is t = 2 0