An item is made of two components whose lifetimes (years) are independent and exponential with means equal to 0.5 and 0.
Posted: Wed Apr 27, 2022 10:40 am
please include the process of how to build the model and the
Arena report
An item is made of two components whose lifetimes (years) are independent and exponential with means equal to 0.5 and 0.333 years, respectively. The item fails as soon as one of the components fail. Build an ARENA model (with 1000 replications and SEED equal to 999) to find a) (10 pts) the item's mean lifetime b) (10 pts) What is the probability that the item's lifetime is larger than 0.5 years?
Arena report
An item is made of two components whose lifetimes (years) are independent and exponential with means equal to 0.5 and 0.333 years, respectively. The item fails as soon as one of the components fail. Build an ARENA model (with 1000 replications and SEED equal to 999) to find a) (10 pts) the item's mean lifetime b) (10 pts) What is the probability that the item's lifetime is larger than 0.5 years?