A, C, F, K, S, E, V, ?.

? IS?

M4maths Previous Puzzles

27 Jul 2010 Find the next?

A, C, F, K, S, E, V, ?.



? IS?

OPtion

1) B
2) M
3) S
4) Y
5) K
6) U
7) G
8) N
9) O
10) R

Solution

A, C, F, K, S, E, V, ?
1 2 4 7 11 16 22
1 2 3 4 5 6

Correct Option: 3 Best Solution (8)

Saravanan   13 years AGO

1,3,6,11,19,31,48,48+23=71

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senthilkumaran   13 years AGO

22nd letter from V. the sequence between given letters like 1,2,4,7,11,16,22

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SUDESHNA SEN   13 years AGO

Lets number A, B, C, ..., Z as 1, 2, 3, ..., 26 and again A, B, C, ..., Z as 27, 28, 29,..., 52 and so on.
Then A->C=2
C->F=3= 2+1
F->K=5=3+2
K->S=8=5+3
S->E=12=8+4
E->V=17=12+5
So, next is V+17+6 or V+23= S..... Option 3)

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ASHOK ROY   13 years AGO

Lets number A, B, C, ..., Z as 1, 2, 3, ..., 26 and again A, B, C, ..., Z as 27, 28, 29,..., 52 and so on.
Then A->C=2
C->F=3= 2+1
F->K=5=3+2
K->S=8=5+3
S->E=12=8+4
E->V=17=12+5
So, next is V+17+6 or V+23= S..... Option 3)

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aparna   13 years AGO

Lets number A, B, C, ..., Z as 1, 2, 3, ..., 26 and again A, B, C, ..., Z as 27, 28, 29,..., 52 and so on.
Then A->C=2
C->F=3= 2+1
F->K=5=3+2
K->S=8=5+3
S->E=12=8+4
E->V=17=12+5
So, next is V+17+6 or V+23= S..... Option 3)

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sanjib biswas   13 years AGO

Lets number A, B, C, ..., Z as 1, 2, 3, ..., 26 and again A, B, C, ..., Z as 27, 28, 29,..., 52 and so on.
Then A->C=2
C->F=3= 2+1
F->K=5=3+2
K->S=8=5+3
S->E=12=8+4
E->V=17=12+5
So, next is V+17+6 or V+23= S..... Option 3)

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YadeeshKumar   13 years AGO

the diff between A and C is 1.
and the diff between C and F is 2
and the diff between F and K is 4
and the diff between K and S is 7
and the diff between S and E is 11(count as cyclic order)
and the diff between E and V is 16

it comes a sequence like 1,2,4,7,11,16 so next number is 22. From V we count 22 letter is Comes in S. so Ans is S

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A J V   13 years AGO

From the alphbetical order (cyclic order),
The position between each letter is 1,2,4,7,11,16.
i.e., No. of position bet a and c = b (only one letter)
Now, No. of position bet c and f = d and e (Two letters)
Succeeding like this the series become 1,2,4,7,11,16.
Now, the diff bet each no. is 1,2,3,4,5 and contiuous is 6.
so, add 6 with 16 we get, 22.
so, count 22 position after v we can get s.
Therefore the ans will be, "s".

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