Answer:
5.65%
Explanation:
Last year a stock of $78.00 was bought
During the period of one year $2.70 was received in dividend and inflation averaged 3.2%
Today the shares was sold for $82.20
The first step is to calculate the nominal return
= ($82.20-$78.00+$2.70)/$78.00
= 6.9/78
= 0.0885×100
= 8.85%
Therefore, the approximate real rate can be calculated as follows
= 8.85%-3.2%
= 5.65%
Hence the approximate real rate of return on this investment is 5.65%
Answer:
If discount rate is 11.7% Project B should be accepted.
If discount rate is 13.5% both projects should be rejected
Explanation:
If the Net present value of Project A is higher than that of project B, we will accept project A and vice versa.
<u>Under 11.7% Discount Rate</u>
Net Present Value-Project A = -82000 + 34000 / 1.117 + 34000 / 1.117² + 34000 / 1.117³ = $85.099
Net Present Value-Project B = -82000 + 115000 / 1.117³ = $516.029
Project B should be accepted as it has a higher NPV.
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<u>Under 13.5% Discount Rate</u>
Net present Value-Project A = -82000 + 34000 / 1.135 + 34000 / 1.135² + 34000 / 1.135³ = - $2397.49
Net Present Value-Project B = -82000 + 115000 / 1.135³ = - $3347.91
Both projects should be rejected as both have negative NPVs
Answer:
The answer is C. E-commerce
Explanation:
E-commerce refers to the process of buying or selling products or services over the Internet. So i believe this is the answer to the question.
An efficiency wage is a higher wage paid to reward workers who show greater productivity. Option D is correct.
<h3>What is the Efficiency wage?</h3>
Wages provided to employees over the minimum wage in order to retain a trained and efficient staff are referred to as efficiency wages. Adam Smith defined a type of pay disparity in the 18th century, in which workers in some businesses are paid more than others based on the level of trustworthiness necessary.
Employers establish efficiency salaries above the equilibrium wage rate as an incentive for better employee performance. An efficiency wage is a higher wage provided to employees who are more productive.
Therefore, option D is correct.
Learn more about the efficiency wage, refer to:
brainly.com/question/27960552
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