Answer: Structured; Operational control
Explanation:
Structured task could be defined as tasks that are well defined, also larger tasks are broken down to smaller ones so as to be easily carried out at a manageable rate. They are also plans drafted by employees to carry out a task in a way where time and resources are managed very well.
Operational control decision means they are decision carried out during operations, like recording a day to day inventory of tasks that are carrued out by an individual.
Answer: To keep the customer base
Explanation: The consumers find it unfair when the firms increase their prices continuously even though there was an increase in demand from the last increase in price.
Although, Customers do not mind when the prices are increased due to an increase in cost to the supplier. Therefore,unnecessary increase in price might result in loss of popularity of the product and further the loss of customer base.
That's the reason why firms do not increase their prices even though it will increase their profits.
Answer:
(a) Refrigeration would be willing to pay a maximum of Rate 36 to gauge division for unit. because its outside purchase price. (b) $30 (c) $40 (d) $35
Explanation:
Solution
Given that:
(A) The Refrigeration would be willing to pay a maximum of Rate 36 to gauge division for unit. because its outside purchase price.
(B) If Gauge had excess capacity, The Division's Management set the transfer price would be $30. this is because transfer price be set as sum of Total Outlay cost and Opportunity Cost. So, ($23 + $7) + $0 = $30
(C) iF Gauge had no excess capacity, the transfer price would be $40.
The Calculation of Transfer price is as follows:
($23 + $7) = $30
Add :- ($40 - $23 -$7) = $10
Hence, the transfer Price = $40
(D) If Gauge was able to reduce the variable cost of internal transfers b $5 per unit then Transfer Price Would be $35.
Thus,
The calculation of transfer price is as follows:-
($23 + $7 - $5) = $25
Add :- ($40 - $23 -$7) = $10
The transfer Price = $35
Answer:
The SML relates a stock's required return to its market risk. The slope and intercept of this line cannot be controlled by the firms' managers, but managers can influence their firms' positions on the line by such actions as changing the firm's capital structure or the type of assets it employs.
Explanation: The SML can help to determine whether an investment product would offer a favorable expected return compared to its level of risk. The formula for plotting the SML is: Required Return = Risk-Free Rate of Return + Beta (Market Return - Risk-Free Rate of Return).
