FUNCTIONS

Beschreibung

- Concepts, Definitions - Types of Relations - Functions - Evaluating of Functions
Mikaella Sofia Daguro
Quiz von Mikaella Sofia Daguro, aktualisiert more than 1 year ago
Mikaella Sofia Daguro
Erstellt von Mikaella Sofia Daguro vor etwa 3 Jahre
4
0

Zusammenfassung der Ressource

Frage 1

Frage
Set of all x-values.
Antworten
  • Range
  • Domain

Frage 2

Frage
What is a relation?
Antworten
  • A rule that relates values from a set of values (called the domain) to a second set of values (called the range).
  • It is NOT the connection between the set of ordered pairs (x,y).

Frage 3

Frage
Set of all y-values.
Antworten
  • Range
  • Domain

Frage 4

Frage
The connection between the set of ordered pairs.
Antworten
  • Relation
  • Function

Frage 5

Frage
Determine the DOMAIN and RANGE of the following ordered pairs. f = {(a,1) , (b,2) , (c,3) , (d,4)}
Antworten
  • DOMAIN : (1,2,3,4) RANGE : (a,b,c,d)
  • DOMAIN : (a,b,c,d) RANGE : (1,2,3,4)

Frage 6

Frage
Determine the DOMAIN and RANGE of the following ordered pairs. f = {(1,3) , (1,4) , (2,5) , (2,6) , (3,7)}
Antworten
  • DOMAIN : (1,2,3) RANGE : (3,4,5,6,7)
  • DOMAIN : (3,4,5,6,7) RANGE : (1,2,3)

Frage 7

Frage
It states that x-values from domain can respond to only one y-value.
Antworten
  • One-to-One
  • One-to-Many
  • Many-to-One
  • Many-to-Many

Frage 8

Frage
It states that single x-value corresponds to two or more y-values.
Antworten
  • One-to-One
  • One-to-Many
  • Many-to-One
  • Many-to-Many

Frage 9

Frage
It is a combination of one-to-many and many-to one.
Antworten
  • One-to-One
  • One-to-Many
  • Many-to-One
  • Many-to-Many

Frage 10

Frage
It states that every value from a set of values (domain) corresponds to their unique second set of values (range).
Antworten
  • One-to-One
  • One-to-Many
  • Many-to-One
  • Many-to-Many

Frage 11

Frage
Determine the types of the following relation. A = {(2,1) , (2,3) , (2,5)}
Antworten
  • Many-to-Many
  • Many-to-One
  • One-to-One
  • One-to-Many

Frage 12

Frage
Determine the types of the following relation. A = {(4,5) , (1,6) , (4,-7) , (2,6) , (4,8) , (3,6)}
Antworten
  • One-to-One
  • One-to-Many
  • Many-to-One
  • Many-to-Many

Frage 13

Frage
What is a function?
Antworten
  • Set of domains.
  • A relation where each element in the domain is related to only one value in the range by some rule.

Frage 14

Frage
All functions are relations, and all relations are also functions.
Antworten
  • True
  • False

Frage 15

Frage
Many-to-Many relation is NOT a function.
Antworten
  • True
  • False

Frage 16

Frage
One-to-One relation is a Function.
Antworten
  • True
  • False

Frage 17

Frage
Many-to-One relation is NOT a function.
Antworten
  • True
  • False

Frage 18

Frage
One-to-Many relation is a function.
Antworten
  • True
  • False

Frage 19

Frage
All functions are relations but not all relation are functions.
Antworten
  • True
  • False

Frage 20

Frage
Vertical line test is a visual way to determine if a curve is a graph of a function.
Antworten
  • True
  • False
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