Pregunta: The software developer indicates that the earliest he can finish coding the inventory module is 3 days and the latest he can finish is 10 days. He thinks most likely will take him 5 days to complete. Using the triangular distribution formula what would be the correct estimate for this activity?El desarrollador de software indica que lo más pronto que

The software developer indicates that the earliest he can finish coding the inventory module is $3$ days and the latest he can finish is $10$ days. He thinks most likely will take him $5$ days to complete. Using the triangular distribution formula what would be the correct estimate for this activity?

El desarrollador de software indica que lo m$á$s pronto que puede terminar de codificar el m$ó$dulo de inventario es $3$ d$í$as y lo m$á$s tarde que puede terminar es $10$ d$í$as$.$ Cree que lo m$á$s probable es que le lleve $5$ d$í$as completarlo. Usando la f$ó$rmula de distribuci$ó$n triangular, $¿$cu$á$l ser$í$a la estimaci$ó$n correcta para esta actividad?

Select the correct response:

$10$ days

$5$ days

$6$ days

$3$ days