Relational model basics: In classical relational theory, a relation is most appropriately viewed as which of the following structures?

Difficulty: Easy

Correct Answer: two-dimensional tables.

Explanation:


Introduction / Context:
Although mathematically a relation is a set of tuples over a set of attributes, in practical database systems we visualize relations as tables. This tabular view helps practitioners reason about rows, columns, and constraints.



Given Data / Assumptions:

  • We consider the standard implementation of the relational model in SQL systems.
  • Rows represent tuples (records) and columns represent attributes (fields).
  • The table metaphor maps directly to operations like SELECT, INSERT, UPDATE, and DELETE.


Concept / Approach:

A two-dimensional table has rows and columns. This model suits set-based operations, keys, and relational algebra concepts (selection, projection, join). Higher “dimensions” are unnecessary for representing classical relations.



Step-by-Step Solution:

Map attributes → columns.Map tuples → rows.Treat the entire relation as a set with constraints (keys, FKs, checks).


Verification / Alternative check:

Relational algebra and SQL statements operate on two-dimensional structures (tables/views). Multidimensional cubes belong to OLAP, not core relational theory.



Why Other Options Are Wrong:

Three/four/five-dimensional tables are not standard relational representations; those terms apply to analytical models, not base relations.



Common Pitfalls:

Confusing star/snowflake OLAP cubes with normalized OLTP tables.



Final Answer:

two-dimensional tables.

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