Complete Question:
Machine A costs $9,500 and has an annual operating cost of $5,500. Machine B costs $8,000 and has an annual operating cost of $5,800. Each machine has an economic life of 8 years. What is the annual rate of return the additional investment in machine A?
Answer:
IRR is 11.81%
Explanation:
<u><em>We have to find the annual rate of return on the additional investment in machine A.</em></u> The additional investment can also be termed as incremental investment which is $1,500 ($9,500 - $8,000). Furthermore, the additional cost savings of operating machine A is $300 ($5,500 - $5,800). And this cost savings will be during the life span of the machine A.
Now
We can compute IRR, by using Excel as under:
Answer: The answer is "C"
Explanation: Every business has a rule that governs its' existence. The regulatory body ensures that the interest of the consumers and even that of the producers or business owners are conserved. The agency in always saddle with the responsibility of making sure that consumers' interests are ensured. The consumers are not allowed to be short changed. Also, the government regulatory body also ensures that the producers or the best business owners are protected against all forme of negative vices as well as making a conducive environment for their business to thrive. Therefore, the correct answer is to protect consumers and producers "C"
We have that the student gains the same reward completing any one of the three programs; thus the program with the least cost is optimal. We have that the first program costs 38.600$. Nevertheless, we need to also account for the lost opportunity, which is 2000$ per month. Thus, instead of going to the program, the student could have saved 38.600$+6*2000$=50.600$. Now for the 12month program, we have similarly 35.000$+12*2000$=59.000$. Finally, for the 15month program, the calculation yields: 28.600$+15*2000$=58.600$. We see that the best program to attend is the 6-month one (lowest total opportunity cost); despite it being the most expensive one, after completing it the student can make up for it by grabbing the other opportunity and making 2000$ per month (in the other programs, the student cannot work for 6 or 9 months more than this program).
Answer:
Net Present value = -$40,221
Explanation:
The net present value is the sum of the discounted cash-flows over the life of the project from t=0 to t=n.
Year Cash-flow PVIF Present Value
0 (55,500) 1.0000 (55,500)
1 2,700 0.9091 2,455
2 2,700 0.8264 2,231
3 2,700 0.7513 2,029
3 11,400 0.7513 <u>8,565 </u>
Net Present value (40,221)
The salvage value is treated as a cash-flow at the end of year 3 as that's the last year in which the project records a cash inflow. In this question, a negative net present value implies that the project is not profitable, and should therefore not be undertaken.
Given that <span>Heath's
company is currently producing 50 units of output. the price of the
good is $5 per unit. total fixed costs are $30 and the average variable
cost is $8 at 50 units. this company: </span><span>is experiencing an economic profit of $40.</span>
