1.A.The mission of the System
2.C.Losses
3.B.Operational Characteristics
Answer:
The correct answer is letter "C": it yields a larger variety of solutions than generally available using an LP method.
Explanation:
In Goal Programming (GP), the MINIMAX objective aims to minimize the maximum deviation from any type of objective. This approach carries a larger number of solutions compared to the Linear Programming (LP) method which mainly focuses on assigning more weight to each goal in the objective function.
Answer:
A)equilibrium price
Explanation:
From the question we are informed about Perggy's Bakes, a bakery in New Orleans that exclusively sells its confectionery products online, makes its products only when it receives an order. The bakery produces the products as per the order and delivers to the customer's homes. It does not produce any excess products. In the given scenario, the price associated with the demand and supply of the products at Perggy's Bakes reflects the equilibrium price. The equilibrium price can be reffered to as only price in which both desires of consumers and that of producers agree, this can be explained as a situation where by quantity demanded is been equal to quantity supplied. The theory stressed that movement of market tends toward this price, it can also be regarded as "market-clearing price"
Compounding frequency is how often your interest is calculated and added
back into your account. The more frequently this happens, the more
interest you will earn.
Answer:
The total conversion costs transferred out of the Cranning Department = $196000
Explanation:
We have been given with the equivalent units of production with direct materials and conversion. In order to find the total conversion costs transferred out of the Cranning Department, we need the conversion units which are 50,000 units along with cost per equivalent unit for conversion which is $3.92 per EUP.
The total conversion costs transferred out of the Cranning Department = 50,000 * $3.92
The total conversion costs transferred out of the Cranning Department = $196000