The statement, investor perception on the risk of bonds will raise their desired return is true.
The higher an investment's risk, the greater its potential returns should be. By contrast, a very safe and low-risk investment should generally offer low returns. So, this investor perception will raise the desired return of the risk of bonds.
Generally, the higher the potential return of an investment, the higher the risk. Thus, there is no guarantee that you will actually get a higher return by accepting more risk. In this matter diversification is useful.
Hence, you can minimize the risk by making sure the company's bond you own is not a high risk company with a high probability of paying back.
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Okay. So it's $10,000 per year, which is $100,000 in 10 years. I'm not so sure how to solve it exactly, but I found a lump sum calculator online. I put the information on that and according to the calculator, today's payment in a lump sum would be $50,894.93. The future value is $100,000 with 10 periods (in this case, years) of the interest rate of 7% once per year. I think that the answer is $50,894.93.
Answer:
The recent loss of 440 manufacturing jobs at Ford Australia has generated a lot of debate about the long-term viability of the Australian car industry, and manufacturing in general. This debate has included arguments that manufacturing is important and needs more government support. It has also seen some commentators argue that Australian’s have no right to expect jobs in manufacturing.
While most of this debate has focused on the automotive manufacturing sector, there is a wider question that needs to be answered. This relates to the issue of whether it is feasible for an advanced economy to grow and prosper without a manufacturing sector?
Explanation:
Answer:
$3,200 overapplied
Explanation:
The computation of the total underapplied or overapplied factory overhead is shown below:
Given that
Actual total factory overhead costs incurred is $45,400
Now Overhead applied to production
= (Total factory overhead application rate per standard DLH × Standard direct labor hours allowed)
= $2.70 × 18,000
= $48,600
As we can see that the overhead applied amount is more than the actual amount so the overhead cost would be overapplied i.e.
= $48,600 - $45,400
= $3,200 overapplied
