NIMCET 2015 — Reasoning PYQ

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Question

NIMCET 2015 — Reasoning PYQ

NIMCET | Reasoning | 2015

There are five books A, B, C, D and E placed on a table .If A is placed below E, C is placed D, B is placed below A and D is placd between A and E, then which of the following books can be on the top?

Choose the correct answer:

Explanation

Step 1: Analyze the given conditions

A is placed below E: This means $E > A$ .
B is placed below A: This means $A > B$ .
D is placed between A and E: Since $E$ is above $A$ , $D$ must be in the middle. So, $E > D > A$ .
C is placed [relative to] D: In the image, it says "C is placed D". Assuming the standard version of this logical problem, C is placed above D.

Step 2: Combine the rankings

From the conditions $E > D > A$ and $A > B$ , we have the sequence:

E > D > A > B

Now, we look at C. We know $C > D$ .

If $C$ is above $D$ , it could be above $E$ or between $E$ and $D$ .
This means both C and E are candidates for the top position because we don't have a specific rule saying whether $C$ is above $E$ or $E$ is above $C$ .

Step 3: Final Arrangement

The possible stacks (from top to bottom) are:

$C > E > D > A > B$
$E > C > D > A > B$

In either scenario, the book at the very top is either C or E.

Correct Option:

** (b) C or E**