Test
Sin título
Preguntas del test (4)
1Es una función la siguiente relación.
f(x) = x + 1- AVerdadero
- BFalso
2La siguiente relación es una función.
data:image/png;base64,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
- AVerdadero
- BFalso
3La siguiente función es una relación.
data:image/png;base64,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
- AVerdadero
- BFalso
4Realiza el siguiente ejercicio calculando lo solicitado f, Xo y c.
data:image/png;base64,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
f ( Xo + c )
f (Xo ) + c
- Aa) 34 y 5
- Bb) 15 y 24
- Cc) 16 y 0
- Dd) 0 y 19
Información
- Descripción
- examen parcial Matematias Avanzadas Test sobre Sin título, creado por Oleg Yasikov el 20/04/2016.
- Autor
- Oleg Yasikov
- Idioma
- Español
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- Valoración
- Aún sin valoraciones Valora este test