Select the combination of letters that when sequentially placed in the blanks of the given series will complete the series.
L _ _ L _ M _ L _ _ M _
- AMLMLMLL
- BMMLMLML
- CLLMMLMM
- DLMLMLMM
Solution & Step-by-step Explanation
The given series consists of 12 positions: L _ _ L _ M _ L _ _ M _
Let's test the options to find a repeating or logical pattern:
Testing Option B (MMLMLML):
Placing the letters sequentially gives:
L M M L L M M L L M M L
Let's break this series into groups of 3 letters:
LMM | LLM | MLL | MML → No clear simple repetition.
Let's break this into groups of 4 letters:
LMML | LMML | LMML
Here we can see a clear repeating pattern of 4 letters: LMML.
Let's verify the blanks filled by Option B:
1st blank: M
2nd blank: M
3rd blank: L
4th blank: M
5th blank: L
6th blank: M
7th blank: L
The letters filled are M, M, L, M, L, M, L which matches Option B.
Let's test the options to find a repeating or logical pattern:
Testing Option B (MMLMLML):
Placing the letters sequentially gives:
L M M L L M M L L M M L
Let's break this series into groups of 3 letters:
LMM | LLM | MLL | MML → No clear simple repetition.
Let's break this into groups of 4 letters:
LMML | LMML | LMML
Here we can see a clear repeating pattern of 4 letters: LMML.
Let's verify the blanks filled by Option B:
1st blank: M
2nd blank: M
3rd blank: L
4th blank: M
5th blank: L
6th blank: M
7th blank: L
The letters filled are M, M, L, M, L, M, L which matches Option B.