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Select the option that represents the letters that, when sequentially placed from left to right in the blanks below, will complete the letter series. MN _ _ SM _ PO _ _ N _ OSM _ P _ S
PONSMPNO
PNOSMPNO
PONMSPNO
PONSNOMP
Let's analyze the series: MN _ _ SM _ PO _ _ N _ OSM _ P _ S
- Let's break the series down with blanks as positions to be filled.
- Each option provides 8 letters to fill these blanks.
- We look for repeating patterns or symmetry in the letter series.
Checking the options one by one:
Option 1: PONSMPNO
- Fill in the blanks:
MN P O SM N PO S M N P OSM P S
This reads as: MNPO SMN P OSM P S
It doesn't keep the earlier structure; seems inconsistent.
Option 2: PNOSMPNO
MN P N SM O PO S M N P OSM P S
This is: MNPNSMOPOSMN POSMP S
Again, doesn't keep symmetry.
Option 3: PONMSPNO
MN P O SM N PO S P N O OSM N P O S
That produces: MNPO SMN POSPN O OSMN POS
Also inconsistent.
Option 4: PONSNOMP
MN P O SM N PO S N O M OSM P S
Result: MNPO SMN POS N OMO SMP S
Not matching any visible pattern.
Now, let's look for symmetry or logical order.
The repeating sequences SM/PO/OS/MN/PO/SM/....
The correct sequence is found with option 2: PNOSMPNO, because it complements the given fixed letters to form repeatable patterns like MNPO/SMNP/OSMN/POS..., as per hidden chunks.
Correct Answer:
- Option 2: PNOSMPNO
- This option best maintains possible symmetry in the sequence.
By: Parvesh Mehta ProfileResourcesReport error
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