Verbal Reasoning :: Series Completion :: Alpha Numeric Series

• Series Completion - Number Series
• Series Completion - Alphabet Series
• Series Completion - Alpha Numeric Series
• Series Completion - Continuous Pattern Series

Find the term which does not fit into the series :

1CV, 5FU, 9IT, 15LS, 17OR

Answer:

Explanation:

1^st Number : $1+4\rightarrow 5, 5+4\rightarrow 9, 9+4\rightarrow 13, 13+4\rightarrow 17$

2^nd letter : $C+3\rightarrow F, F+3\rightarrow I, I+3\rightarrow L, L+3\rightarrow O$

3^rd letter : $V-1\rightarrow U, U-1\rightarrow T, T-1\rightarrow S, S-1\rightarrow R$

Thus the term 15LS is wrong andmust be replaced by 13LS

Hence the answer is (b).

Q1F, S2E, U6D, W21C, ?

Answer:

Explanation:

1^st letter : $Q+2\rightarrow S, S+2\rightarrow U, U+2\rightarrow W, W+2\rightarrow Y$

Middle Number : $1\times1+1\rightarrow 2\times2+2 \rightarrow 6\times3+3\rightarrow 21\times4+4\rightarrow 88 $

2^nd letter : $F-1\rightarrow E, E-1\rightarrow D, D-1\rightarrow C, C-1\rightarrow B$

Hnce the answer is (c).

N5V, K7T, ?, E14P, B19N

Answer:

Explanation:

1^st letter : $N-3\rightarrow K, K-3\rightarrow H, H-3\rightarrow E, E-3\rightarrow B$

Middle Numbers : $5+2\rightarrow 7, 7+3\rightarrow 10, 10+4\rightarrow 14, 14+5\rightarrow 19$

2^nd letter : $V-2\rightarrow T, T-2\rightarrow R, R-2\rightarrow P, P-2\rightarrow N$

Hence the answer is (c).

C4X, F9U, I16R, ?

Answer:

Explanation:

1^st letter : $C+3\rightarrow F, F+3\rightarrow I, I+3\rightarrow L$

Numbers : 4(2²) → 9(3²) → 16(4²) → 25(5²)

3rd letter : $X-3\rightarrow U, U-3\rightarrow R, R-3\rightarrow O$

Hence the answer is (c).

2, A, 9, B, 6, C, 13, D, ?

Answer:

Explanation:

The given sequence is a combination of two series :

l. 2, 9, 6, 13, ?  and  II. A, B, C, D

The pattern in I is : $2+7\rightarrow 9, 9-3\rightarrow 6, 6+7\rightarrow 13, 13-3\rightarrow 10$

So the missing term is 10.

• Series Completion - Number Series
• Series Completion - Alphabet Series
• Series Completion - Alpha Numeric Series
• Series Completion - Continuous Pattern Series