|
|
||
| Inputs | ||
| discount rate | 22.50% | |
| revenue growth rate | 2.50% | |
| Initial investment | $800,000.00 | |
| revenue (year 1) | $190,000.00 | |
| (a) complete table below (8 pts) | ||
| Cash flows | ||
| year 0 | ||
| year 1 | ||
| year 2 | ||
| year 3 | ||
| year 4 | ||
| year 5 | ||
| year 6 | ||
| (b) Calculate NPV and IRR (8 pts) | ||
| NPV | ||
| IRR | ||
| (c) Would you accept in this project? Explain your answer (3 pts) | ||
| (d) what is the minimum revenue growth rate that would be consistent with | ||
| accepting this project? (7 pts) | ||
| Answer: | ||
| (e) Explain how to answer this question using Solver (10 pts) | ||
| In Solver (fill in or leave empty appropriate cells below) | ||
| Set objective: | ||
| To: | ||
| By Changing variable cells: | ||
| Subject to the constraints: | ||
In: Finance
A machine costing $215,600 with a four-year life and an estimated $20,000 salvage value is installed in Luther Company’s factory on January 1. The factory manager estimates the machine will produce 489,000 units of product during its life. It actually produces the following units: 121,500 in 1st year, 123,000 in 2nd year, 121,500 in 3rd year, 133,000 in 4th year. The total number of units produced by the end of year 4 exceeds the original estimate—this difference was not predicted. (The machine must not be depreciated below its estimated salvage value.)
Compute depreciation for each year (and total depreciation of all years combined) for the machine under each Unit of production and Compute depreciation for each year (and total depreciation of all years combined) for the machine under each Double-declining-balance.
In: Accounting
Calculating Operating Cash Flows (Direct Method)
Calculate the cash flow for each of the following cases.
a. Cash paid for advertising:
| Advertising expense | $62,000 |
| Prepaid advertising, beginning of year | 11,000 |
| Prepaid advertising, end of year | 15,000 |
| Cash paid for advertising | $Answer |
b. Cash paid for income taxes:
| Income tax expense | $29,000 |
| Income tax payable, beginning of year | 7,100 |
| Income tax payable, end of year | 4,900 |
| Cash paid for income taxes | $Answer |
c. Cash paid for merchandise purchased:
| Cost of goods sold | $180,000 |
| Inventory, beginning of year | 30,000 |
| Inventory, end of year | 25,000 |
| Accounts payable, beginning of year | 10,000 |
| Accounts payable, end of year | 12,000 |
| Cash paid for merchandise purchased: | $Answer |
In: Accounting
Exercise 8-9A Computing and recording straight-line versus double-declining-balance depreciation LO 8-2, 8-3
At the beginning of Year 1, Copland Drugstore purchased a new computer system for 85,000. It is expected to have a five-year life and a $15,000 salvage value.
Required
a. Compute the depreciation for each of the five
years, assuming that the company uses
(1) Straight-line depreciation. (I had 7000 as the answer but it is
incorrect)
2) Double-declining-balance depreciation. (Year 4 and 5 I have incorrect)
| Double-Declining | |
| Year 1 | $34,000selected answer correct |
| Year 2 | $20,400selected answer correct |
| Year 3 | $12,240selected answer correct |
| Year 4 | $7,344selected answer incorrect |
| Year 5 | $4,406selected answer incorrect |
In: Accounting
1. Suppose you have an investment that costs $80,000 at the beginning of the project, and it generates $30,000 a year for four years in positive cash flows. The cost of capital is 12%. The IRR of the project is 18.45% and the NPV is about $11,120. The IRR model assumes that at the end of the first year you can invest the $30,000 at ________.
a. 12.00%
b. a rate greater than the IRR
c. rate less than the cost of capital
d. 18.45%
2. Find the Modified Internal Rate of Return (MIRR) for the following annual series of cash flows, given a discount rate of 14.00%: Year 0: -$65,000; Year 1: $25,000; Year 2: $12,000; Year 3: $12,000; Year 4: $12,000; and, Year 5: $12,000.
a. About 8.35%
b. About 6.35%
c. About 9.27%
d. About 7.88%
In: Finance
An auto insurance company classifies drivers as low risk if they are accident-free for one year. Historically 98% of the drivers in the low-risk category for one year will remain in that category for the next year, and 78% of the drivers who are not low-risk one year will be in the low-risk category for the next year. (SHOW ALL YOUR WORK TO RECEIVE CREDIT)
A) Write a transition matrix with this information.
B) 90% of the drivers in a community are in the low-risk category this year. Write the initial probability vector for this community. Then determine the probability that a driver selected at random from the low-risk category will be in the low-risk category next year.
C) Determine the steady-state vector for this Markov Chain and determine the percentage of the drivers in the low risk category this year that will remain in the low risk category.
In: Statistics and Probability
Problem in Forecasting Interest Rates based on unbiased expectations theory:
These are the rates today (June 15, 2018) for loans of equal
risk.
R1 = 2%;
R2 = 3%
R3 = 4%
R4 = 5%
A. Given this information, calculate one-year forward rate for a
one-year loan beginning 6/15/19 and ending on 6/15/20
B. Calculate the two-year forward rate for a one-year loan
beginning 6/15/20 and ending on 6/15/21
C. Calculate the three-year forward rate for a one-year loan
beginning 6/15/21 and ending on 6/15/22
D. Calculate the two-year forward rate for a two-year loan
beginning 6/15/20 and ending on 6/15/22
In: Finance
Year (1) $ 32,000, Year (2) $ 35,000, Year (3) $ 40,000, & Year (4) $ 25,000
Would you accept this business opportunity if the required rate of returns is 15%?
----------------------------------
Calculate the payback period, the net present value if the cost of capital is % 15%, & also calculate the internal rate of return?
In: Finance
|
Year 1 |
Year 2 |
Year 3 |
Year 4 |
Year 5 |
Year 6 |
|
|
MACRS % |
20% |
32% |
19% |
12% |
11% |
6% |
|
Depreciation expense |
7,200 |
|||||
|
Book value |
48,000 |
3,600 |
$0 |
If we sell at the end of year 5 for $18,500 then determine if we have a gain or a loss and the appropriate tax consequence
Explain answer and how to figure on financial calculator please
In: Finance
Problem 18-03
The federal corporate income tax rate is 35 percent and firms may carry-back losses for two years and carry-forward losses for 20 years. The carry-back must occur before carry-forward. A corporation breaks even in year 1, earns $27,000 in year 2, but operates at a loss of $87,000 in year 3. It earns $73,000 in year 4, breaks even in year 5, and earns $43,000 in year 6. What are the taxes paid or refunded in each year? Enter your answers as positive values. If the answer is zero, enter "0". Round your answers to the nearest dollar.
| Year | 1 | 2 | 3 | 4 | 5 | 6 |
| Taxes | $ | $ | $ | $ | $ | $ |
| Tax refund or tax offset | $ | $ | $ | $ | $ | $ |
| Net taxes paid | $ | $ | $ | $ | $ | $ |
In: Accounting