Answer:
Buyer power
Supplier power
Rivalry among existing competitors
Prices of major inputs
Explanation:
High when buyers have few choices of whom to buy from and low when their choices are many
Answer:
48,497.42 containers
Explanation:
<em>The economic order quantity (EOQ) is a model that is used to determine the optimum order size that minimizes the balance of carrying and ordering cost.</em>
T<em>his model can also be modified to determine the optimum batch quantity, that is the number of units to produced in a production run. The model is given below </em>
EOQ = √2× Co× D/Ch
EOQ - economic production run, Co- set up cost per run, Ch- carrying cost per unit per year, D- demand
EOQ = 2 √2× 490× 1,200,000/0.5
EOQ = 48,497.42 containers
Neilsen should produce 48,497.42 containers per production run in order to minimize the production cost
The finance cluster and the management cluster would be best for Scott because in finance he can work with money and others but in the management cluster he can be a leader working with others.
marci, a purchasing agent, orders 300 refrigerators per month from an online vendor portal. in doing so, she has made Operational decision.
operational judgments
Operational decisions, which typically have effects for no more than a year or even a day, are those that are altered more frequently in accordance with the current external and internal situations. The scale, complexity, and formulation of optimization models for operational decisions vary greatly as a result of the vast number of operations that make up the BSC. Operational choices related to biomass acquisition operations include logistics for carrying harvested biomass to storage, scheduling of working shifts, designating harvesting operation regions, and assigning personnel to harvesting machines. In terms of inventory management operations, it is necessary to regularly decide how much needs to be replenished from the upstream, delivered to the downstream, used to make biofuel goods, and stored in storage facilities.
to know about operational decisions
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