Arrow Diagram

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Jugadas 10

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Yes or No

Creada por

Christian Angelo Lira

Filipinas

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Un juego de preguntas y respuestas para niños sobre el fútbol. Deberán responder con ✅ o ❌ a una serie de afirmaciones relacionadas con este deporte.


Arrow DiagramVersión en línea Yes or No por Christian Angelo Lira 1 A relation in mathematics is simply any collection of ordered pairs, connecting elements from a first set (the domain) to a second set (the range). Yes No 2 The set of ordered pairs {(3, 4), (5, 7), (3, 9)} represents a relation where the element 3 from the domain is related to both 4 and 9 in the range. Yes No 3 In an arrow diagram, the domain is represented by the oval or set of elements where the arrows end. Yes No 4 If an arrow diagram shows the relation {(A, 1), (B, 2), (C, 3)}, the range is {A, B, C}. Yes No 5 If an arrow diagram shows that the element 'red' is mapped to 'apple' and 'cherry', then the element 'red' is in the range of the relation. Yes No 6 A relation is a function if every element in the domain has exactly one arrow leaving it in an arrow diagram. Yes No 7 An arrow diagram that shows a single element in the domain having arrows pointing to three different elements in the range represents a function. Yes No 8 If an arrow diagram represents the ordered pairs {(6, 1), (8, 2), (6, 3)}, then this relation is a function. Yes No 9 An arrow diagram with domain {2, 4, 6} and range {5, 10} that shows 2 → 5, 4 → 10, and 6 → 5 can be converted into the set of ordered pairs {(5, 2), (10, 4), (5, 6)}. Yes No 10 If a relation has domain {T} and range {V}, and every T points to V in an arrow diagram, does the set of ordered pairs include every element of T? Yes No

Arrow DiagramVersión en línea

Yes or No

por Christian Angelo Lira

A relation in mathematics is simply any collection of ordered pairs, connecting elements from a first set (the domain) to a second set (the range).

Yes

The set of ordered pairs {(3, 4), (5, 7), (3, 9)} represents a relation where the element 3 from the domain is related to both 4 and 9 in the range.

Yes

In an arrow diagram, the domain is represented by the oval or set of elements where the arrows end.

Yes

If an arrow diagram shows the relation {(A, 1), (B, 2), (C, 3)}, the range is {A, B, C}.

Yes

If an arrow diagram shows that the element 'red' is mapped to 'apple' and 'cherry', then the element 'red' is in the range of the relation.

Yes

A relation is a function if every element in the domain has exactly one arrow leaving it in an arrow diagram.

Yes

An arrow diagram that shows a single element in the domain having arrows pointing to three different elements in the range represents a function.

Yes

If an arrow diagram represents the ordered pairs {(6, 1), (8, 2), (6, 3)}, then this relation is a function.

Yes

An arrow diagram with domain {2, 4, 6} and range {5, 10} that shows 2 → 5, 4 → 10, and 6 → 5 can be converted into the set of ordered pairs {(5, 2), (10, 4), (5, 6)}.

Yes

If a relation has domain {T} and range {V}, and every T points to V in an arrow diagram, does the set of ordered pairs include every element of T?

Yes

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Arrow Diagram

Sí o No

Sobre esta actividad

Creada por

Descarga la versión para jugar en papel

Top juegos

Sí o No

Grammys a mejor canción/grabación

Sí o No

¿Está creado con Inteligencia Artificial?

Sí o No

OPEN UP 5 UNIT 3: THERE IS/ARE, THERE WAS, THERE WERE

Sí o No

¿Es verdad?

Sí o No

Preguntas sobre futbol para niños

Arrow DiagramVersión en línea

por Christian Angelo Lira

A relation in mathematics is simply any collection of ordered pairs, connecting elements from a first set (the domain) to a second set (the range).

The set of ordered pairs {(3, 4), (5, 7), (3, 9)} represents a relation where the element 3 from the domain is related to both 4 and 9 in the range.

In an arrow diagram, the domain is represented by the oval or set of elements where the arrows end.

If an arrow diagram shows the relation {(A, 1), (B, 2), (C, 3)}, the range is {A, B, C}.

If an arrow diagram shows that the element 'red' is mapped to 'apple' and 'cherry', then the element 'red' is in the range of the relation.

A relation is a function if every element in the domain has exactly one arrow leaving it in an arrow diagram.

An arrow diagram that shows a single element in the domain having arrows pointing to three different elements in the range represents a function.

If an arrow diagram represents the ordered pairs {(6, 1), (8, 2), (6, 3)}, then this relation is a function.

An arrow diagram with domain {2, 4, 6} and range {5, 10} that shows 2 → 5, 4 → 10, and 6 → 5 can be converted into the set of ordered pairs {(5, 2), (10, 4), (5, 6)}.

If a relation has domain {T} and range {V}, and every T points to V in an arrow diagram, does the set of ordered pairs include every element of T?

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