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Pasos para obtener la inversa

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Pasos para obtener la inversa

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Identifica el orden para hallar la inversa de una función dada

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Pasos para obtener la inversa
 

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Pasos para obtener la inversaOnline version

Identifica el orden para hallar la inversa de una función dada

by Samuel Fuentes
1

sobreyectiva inversa sobreyectiva afín inyectiva horizontales biyectiva inyectiva inversa

En la clase del 10 de mayo , simulamos una función que llevaba a cada estudiante a su silla . Si todas las sillas estás ocupadas , dijimos que la función sería ; y si cada silla tiene un solo estudiante , la función sería , y si se cumple ambas condiciones la función simulada es .
En la clase del 14 de mayo establecimos que la condición de existencia de una función es la biyección . También encontramos una forma de saber si una función es , para ello decíamos f ( a ) = f ( b ) implica que a = b . Y para comprobrar si una función es trazamos líneas sobre el gráfico .
En la clase del 17 de mayo obtuvimos formalmente la función de una función , apoyados en los contenidos vistos en las clases anteriores .
En la próxima clase , tendremos una evaluación acumulativa usando un webquest como este .

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