The letters and not necessarily in that order represent seven consecutive integers from to and: is as much less than as is greater than . is greater than . is the middle ter m. is greater tha n . Then, the sequence of letters from the lowest value to the hi ghest value, is:

Explanation: Step 1: Identify the Middle Term From statement 3, is the middle term . This means there are three values lower than and three values higher than . Step 2: Analyze the Relationship between and From statement 1: . This implies the distance between and is the same as the distance between and . Step 3: Evaluate the Options using the Constraints Let's check the given options to see which one satisfies all conditions: Checking Option (a) : is the middle term? Yes ( position). ? Here is and is , so . is and is , so . . (Incorrect) Checking Option (b) : is middle? Yes. ? . . Matches. ? is , is . . Matches. ? is , is . . Matches. However , looking at the letters provided ( ), option (b) contains . Let's re-verify the logic for other options. Checking Option (c) : is middle? Yes. ? . . Matches. ? i

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NIMCET 2012 — Reasoning PYQ

NIMCET | Reasoning | 2012

The letters $P, Q, R, S, T, U$ and $V$ not necessarily in that order represent seven consecutive integers from $22$ to $33$ and:

$U$ is as much less than $Q$ as $R$ is greater than $S$ .
$V$ is greater than $U$ .
$Q$ is the middle term.
$P$ is greater than $S$ .

Then, the sequence of letters from the lowest value to the highest value, is:

Choose the correct answer: