Answer:
Decentralized control
Explanation:
Decentralized control -
It refers to the method adapted by the organisation or company , in which the lower level elements helps completely to attain certain goal or task , is referred to as decentralization control
In this case , the people in the higher post need not rule over the lower one to complete the project or task on time .
The company using this method is happy as the employees are hardworking and there is least number of arguments , and hence becomes successful in shorter run .
Hence , from the question ,
The correct term is decentralization control .
Answer:
<em>Cash markets are also known as</em><em> </em><em><u>spot</u></em><em><u> </u></em><em><u>markets</u></em>
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<em>Spot </em><em>markets</em><em> </em><em>are</em><em>:</em><em> </em><em>markets </em><em>designed </em><em>to</em><em> </em><em>attract</em><em> </em><em>speculator.</em>
Answer:
$8.78
Explanation:
National advertising made dividend payment of $0.75 per share
The dividend is expected to grow at a constant rate of 6.50%
= 6.50/100
= 0.065
The company beta is 1.85
The required return on the market is 10.50%
The risk free rate is 4.50%
The first step is to calculate the rate of return using the CAMP model
R = Risk free rate+beta(market return-risk free rate)
= 4.50%+1.85(10.50%-4.50%)
= 4.50%+1.85×6%
= 4.50%+11.1
= 15.6
Required rate of return= 15.6
Therefore the current stock price can be calculated as follows
Po= Do(1+g)/(r-g)
Where Do= 0.75, g= 0.065, r= 15.6
Po= 0.75(1+0.065)/(0.156-0.065)
Po= 0.75(1.065)/0.091
Po= 0.7987/0.091
Po= $8.78
Hence the company current stock price is $8.78
Answer:
the value of the short forward contract is -0.49
Explanation:
the computation of the value of the short forward contract is shown below:
= (Delivery price - current forward price)× e^(risk free interest rate × no of months ÷ total number of months)
= ($42.25 - $42.75)× e^(-7.90% × 4÷12)
= -0.49
Hence, the value of the short forward contract is -0.49
Therefore the same should be considered
Answer:
It is cheaper to make the part in house.
Explanation:
Giving the following information:
Harrison Enterprises currently produces 8,000 units of part B13.
Current unit costs for part B13 are as follows:
Direct materials $12
Direct labor 9
Factory rent 7
Administrative costs 10
General factory overhead (allocated) 7
Total $45
If Harrison decides to buy part B13, 50% of the administrative costs would be avoided.
To calculate whether it is better to make the par in-house or buy, we need to determine which costs are unavoidable.
Unavoidable costs:
Factory rent= 7
Administrative costs= 5
General factory overhead= 7
Total= 17
Now, we can calculate the unitary cost of making the product in-house:
Unitary cost= direct material + direct labor + avoidable administrative costs
Unitary cost= 7 + 5 + 5= $17
It is cheaper to make the part in house.
