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In a relational database, a relation corresponds to:

A specific grouping of entities

Attribute values are drawn from a

Domain

Tuple is a synonym for attribute

FALSE (Row or tuple)////(Attribute or column)

A row instance is a specific set of rows

False

Every Super key is a Candidate Key

False

Rows are relation instances

False

The terms relation and row can be used interchangeably

False

Entity integrity requires that if there are different entity types in a relation that must be clearly marked

False (pK is not null)

Closure, in the relational model, says that all rows in a table must be the same kind of thing

False(closure means well formed created well formed)

Which is not an integrity constraint of the relational data model

Semantic Integrity

. Foreign keys must be minimal

True

A Tuple is a Row in a Table

True

A foreign key in one table must be a primary key in another table

True

A tuple and a relation are the same thing

True

Every Primary Key is a Candidate Key

True

Every Candidate Key is a Super Key

True

Every Foreign Key is a Primary Key, possibly for a different relation

True

Every Primary Key is a Super Key

True

More than one attribute can be defined on the same domain

True

Primary keys must be unique

True

Relations correspond to a specific grouping of entities

True

The cardinality of a relation is the number of tuples it contains

True

The collection of rows in a table correspond to a relation instance

True

The degree of a relation is the number of attributes it contains

True

The terms relation and table can be used interchangeably

True

When a key contains more than one attribute we call it a composite key

True

An attribute or set of attributes that uniquely identifies tuples in a relation is a

a super key

A(n) ____________ is a named column of a relation

attribue

If one candidate key has 3 attributes while another has 4, minimality requires us to give preference to the 3 attribute candidate key

false

Relation is to row as row is to column

false

Relations correspond to a specific set of entities

false

The degree of a relation is the number of tuples it contains:

false

The terms relation and row can be used interchangeably

false


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