Tell them to wait patiently, and give them a
drink
Answer:
the minimum price it should charge is $40 per unit.
Explanation:
Minimum Transfer Price = Variable Costs - Internal Savings + Opportunity Cost
<em>Note : Division A has capacity available to meet B's requirements therefore there is no opportunity cost</em>.
There are Internal savings of $5 as A's variable costs will be $5 less per unit.
Minimum Transfer Price = $45 - $5
= $40
A lease is a contractual arrangement where one party, called the lessor, provides an asset for use by the other party, referred to as the lessee, based on periodic payments for an agreed period. The lessee pays the lessor for the usage of the asset or property
The landlord is the party to the lease who owns the property and leases it to the tenant as a rental property for temporary possession. For example, in a rental house, the landlord is the landlord and the tenant is the tenant.
A lessor is either an individual or a legal entity such as a company or organization. The lessor is always the owner of the property. For example, for a car, the lessor can be the owner or car dealer who rents the car. The lessee is always the person who uses the property temporarily
Learn more about lessors here
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Answer:
Minimum transfer price = $21
Explanation:
<em>Transfer price is the price at which goods are exchange between branches or divisions of the same group</em>
<em>Where a division is operating at the less than the existing capacity, to optimist the group profit, the minimum transfer price should be set as follows</em>
Minimum transfer price = Variable cost
Note that the fixed of $12 per unit (i.e 33-21) is irrelevant for this purpose, whether or not Hinges produces, it will be incurred either way.
It is worthy of note that there is no opportunity cost associated with any transfer to the Doors division because Hinges is currently having excess capacity.
Therefore, any offering price equal to or above the variable cost of $21 would be acceptable and optimize the group profit.
Hence, the minimum transfer price = $21
