PLEASE ANSWER ALL TY!

Consider a system with five stages. The stages have the process rates of 13,25,11,14, and 22 units/hr. A product must go through these stages in a sequantial order. If we double the capacity of ALL the bottleneck resources, what will be the new capacity of this process in units/hour? (Only enter a number, do not enter any units. Round your answer to the nearest whole number. @orsdemir, Copyrighted material) Greg Everett, is the owner of a well-known Olympic weightlifting barbell brand, Rogue Inc. He wants to create a portfolio of suppliers for the barbells. Based on historical data and climate and geological forecasts, he estimates the probability of a "super-event" that would negatively impact all suppliers simultaneously to be 2.2% during the supply cycle. He further estimates the "unique-event" risk for any of the potential suppliers to be 6%. The marginal cost of managing an additional supplier is $12 thousand dollars, and the financial loss incurred if a disaster caused all suppliers to be down simultaneously is $3 million dollars. How many suppliers should he use? Assume that up to 3 nearly identical suppliers are available. (Do not round your intermediate calculations. Only enter a number. For ex:3. @orsdemir, Copyrighted content. Cannot be posted.) A work system has five stages with processing times of of 8,8,3,3, and 8 mins/unit. A product must go through these stages in a sequantial order. What is the bottleneck capacity in units/hour? (Only enter a number, do not enter any units. Round your answer to the nearest whole number. @orsdemir, Copyrighted material)