Requisitos de finalización
Determine las segundas derivadas parciales. Simplifique el resultado.
![](data:image/png;base64,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)
Ejercicio 2.
![](data:image/png;base64,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)
Apertura: sábado, 10 de abril de 2021, 00:00
Cierre: sábado, 24 de abril de 2021, 10:20
Fecha límite de entrega: sábado 24 de abril
Hora: 10:00 a.m.
Ejercicio 1.Determine las segundas derivadas parciales. Simplifique el resultado.
Ejercicio 2.