A machine is used in a production cycle. Each cycle it will process a random number of items, which happens to be well-described with Poisson distribution with parameter 50 (items). Additionally, after each cycle the machine is inspected and is declared to be non-compliant with probability 7%. Find the average and standard deviation for the total number of items processed on the machine before it becomes non-compliant.A machine is used in a production cycle. Each cycle it will process a random number of items, which happens to be well-described with Poisson distribution with parameter 50 (items). Additionally, after each cycle the machine is inspected and is declared to be non-compliant with probability 7%. Find the average and standard deviation for the total number of items processed on the machine before it becomes non-compliant