Linear arrangement — five schools facing North A, B, C, D, E are in one row facing North. A is in the middle of E and B (order E – A – B). E is to the right of D. If C and D are at the two ends, which school is immediately to the left of C?

Introduction / Context:
We are to place five entities in a line with “between” and end-point constraints, then identify C’s left neighbor.

Given Data / Assumptions:

• Ends are C and D (unknown which side).
• E is to the right of D.
• A is between E and B in the order E – A – B (left→right).

Concept / Approach:
Try feasible placements respecting ends and the E–A–B chain, then confirm each clue.

Step-by-Step Solution:
Put D at the left end to satisfy “E is to the right of D.”Choose D=1. To fit E–A–B, assign E=2, A=3, B=4; then C (the other end) must be at 5.Check all constraints: ends C (5) and D (1) ✔; E right of D ✔; A between E and B ✔.Thus C’s immediate left neighbor is position 4 → B.

Verification / Alternative check:
Trying D at the right end contradicts “E is to the right of D,” so the derived arrangement is essentially forced.

Why Other Options Are Wrong:
E/A/D do not occupy position 4 in any valid arrangement meeting all constraints.

Final Answer:
B