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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.
DY_ GMI__ YTG_ILDYT _MILD_ TGM_L A TLDGMIY B TDLGMYI
TLDGMIY
TDLGMYI
TLDMGYI
TLDYMIG
Let's break down the problem:
- The series is DY_ GMI__ YTG_ILDYT _MILD_ TGM_L.
- The answer choices are sequences of letters to fill the blanks.
- Let's check each blank:
- DY_
- GMI__
- YTG_
- ILDYT_
- MILD_
- TGM_L
Now, let's try option 1 (TLDGMIY) and fill sequentially:
1. DYT
2. GMIL
3. YTGD
4. ILDYTG
5. MILDM
6. TGMI
- If we observe, the pattern seems to be "TLDGMIY" and when used, the completed series becomes:
DYT GMIL YTGD ILDYTG MILDM TGMI
- This shows a repeated block in a cyclical manner. Option 1 fits.
- Now, let's try your answer, Option 3: TLDMGYI
4. ILDYTM
5. MILDG
6. TGMY
- Apparent from this, the block pattern breaks and doesn't fit smoothly in the pattern of the series.
So, the correct answer is:
- Option 1: TLDGMIY
This sequence fits the blank and sustains the cyclic pattern.
Option analysis:
- Option 1 (TLDGMIY): Maintains consistent letter pattern in the series.
- Option 2 (TDLGMYI): Letters disarranged, the sequence breaks.
- Option 3 (TLDMGYI): Your answer; order breaks the cyclic sequence.
- Option 4 (TLDYMIG): The sequence of letters does not fit pattern continuity.
By: Parvesh Mehta ProfileResourcesReport error
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