If the second half of the given series is reversed, then how many letters, from left to right, is preceded by a letter and succeeded by a number?
9$YX8N6OLBUJZT(a)1QFD%
2
The problem asks us to manipulate a given series of characters and then count specific elements based on their neighbours in the modified series. First, we need to identify the second half of the series and reverse it. Then, we analyze the new arrangement to find letters that have a letter immediately before them and a number immediately after them.
The given series is: 9$YX8N6OLBUJZT(a)1QFD%
Let's count the characters to find the halfway point.
Original Series:
First Half: 9$YX8N6OLB
Second Half: UJZT(a)1QFD%
We need to reverse the order of characters in the second half UJZT(a)1QFD%.
Reversed Second Half: %DFQ1(a)TZJU
Now, we combine the original first half with the reversed second half.
New Series = First Half + Reversed Second Half
New Series: 9$YX8N6OLB%DFQ1(a)TZJU
We need to scan the new series from left to right and find letters that fit the pattern: Letter - Target Letter - Number.
Let's go through the new series: 9$YX8N6OLB%DFQ1(a)TZJU
The letters that fit the criteria (preceded by a letter and succeeded by a number) are X and Q.
We found 2 letters that satisfy the condition.
| Target Letter | Preceding Character | Succeeding Character | Fits Criteria? (Letter - Letter - Number) |
|---|---|---|---|
| X | Y (Letter) | 8 (Number) | Yes |
| Q | F (Letter) | 1 (Number) | Yes |
Therefore, there are 2 such letters in the new series.
Reviewing the concepts involved in solving character series and pattern-based reasoning questions is crucial for exam preparation.
Character series reasoning problems are common in various competitive exams. They test your ability to follow instructions, manipulate sequences, and identify patterns based on relative positions of elements.
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