Select the combination of letters that when sequentially placed in the blanks of the given series will complete the series: _TUVTR_WU_UXVN_Y

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Let's analyze the given series with blanks: _ T U V T R _ W U _ U X V N _ Y

We need to find the letters to fill the blanks in order.

Step 1: Identify the pattern in the series.

Given letters: T U V T R W U U X V N Y

Positions with blanks: 1st, 7th, 10th, 14th

Try to see if the series can be split into smaller repeating or related parts.

Look at the letters around the blanks:
- First blank before T
- Second blank after R and before W
- Third blank after U and before U
- Fourth blank after N and before Y

Check the options one by one by filling the blanks:

Option 2 (SUPU):
Fill blanks as S T U V T R U W U P U X V N U Y

Check for any recognizable pattern:
- The sequence contains letters mostly from the set {S, T, U, V, W, X, N, Y, P, R}
- The letters seem to be arranged in a pattern of alternating or repeating sequences.

Check if the sequence forms meaningful pairs or follows alphabetical order:
- T U V (alphabetical sequence)
- T R (T and R are close in alphabet)
- W U (W and U are close)
- U X V N Y (letters around U, X, V, N, Y)

Option 2 fits well without breaking the flow and maintains a logical sequence.

Other options either break the sequence or introduce letters that disrupt the pattern.

Therefore, the correct combination to fill the blanks is SUPU.

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