Answer:
The correct answer is (d)
Explanation:
Better quality can help to reduce many costs such as customer’s dissatisfaction cost, inspection cost and warrant and service cost. When customers don't like the quality of the product they are likely to buy the same product from somewhere else that is the dissatisfaction cost. Still, maintenance cost is likely to incur no matter how good the quality is. Maintenance cost helps to keep the product clean and fresh for long-term use.
Answer:
1. Rule out other explanations such as an error by the computer distributor.
Explanation:
The best and most appropriate action is to rule out explanation. There can be an error with the shipment or by computer distributor. Before suspecting Bill for the missing computer we need to seek explanation from him. The computer can either be loss or missed out when shipped. Bill should be asked to explain the missing inventory. The explanation from Bill can be a point for further investigation.
Answer:
She should invest $300,000 in Project A, and $200,000 in Project B.
Explanation:
Solution
Since Project B yields a higher return, she should invest as much money as possible in it, which is 40% of the total investment or
or (0.40)($500,000) = $200,000
so
The remaining $500,000 - $200,000 = $300,000 should be invested in Project A.
Therefore, she should invest $300,000 in Project A, and $200,000 in Project B.
Answer:
Real rate of return= 13.7%
Explanation:
<em>The return on investment is the sum of the dividends earned and capital gains made during the holding period of the investment.
</em>
<em>Dividend is the proportion of the profit made by a company which is paid to shareholders. </em>
<em>Capital gains is another type of the return made on an equity investment as a result of increase in the value of the shares. It is difference between the cost of the share and the value at the time of disposal.
</em>
<em>Therefore, we can can compute the return on the investment as follows:
</em>
The total return = (2.90) + (65.60-60)= 8.5
To determine the real return, we adjust the nominal return for the impact of inflation as follows:
Real total return ($) = 8.5/1.034=8.220
Total return in (%) = (8.220
/60)× 100= 13.7%
