Suppose a company's revenue function is given by
R(q)=−q^3+360q^2 and its cost function is given by C(q)=300+19q
where q is hundreds of units sold/produced, while R(q) and C(q) are
in total dollars of revenue and cost, respectively.
A) Find a simplified expression for the marginal profit function.
(Be sure to use the proper variable in your answer.)
MP(q)=
B) How many items (in hundreds) need to be sold to maximize
profits? (Round your answer to two decimal places.)
Answer: hundred units must be sold.
In: Math
| units of labor | marginal revenue proudct |
| 0 | |
| 1 | 30 |
| 2 | 24 |
| 3 | 18 |
| 4 | 15 |
| 5 | 12 |
| 6 | 10 |
Assume a firm is a monopsonist that can hire its first worker for $6 but must increase the wage rate by $3 to attract each successive worker (so that the second worker must be paid $9, the third $12, and so on). The marginal revenue product of labor is given in the table .
a. Draw the firm’s labor supply and marginal resource cost curves.
Are the labor supply and MRC curves the same or different? If they are different, which one is higher?
b. What is the competitive equilibrium wage rate?
What is the equilibrium level of employment?
c. What is the wage rate under monopsonistic conditions?
What is the equilibrium level of employment under monopsonistic conditions?
By how much does the monoposonist reduce wages below the competitive wage?
By how much does the monopsonist reduce employment below the competitive level?
In: Economics
Question 3
Information pertaining to Yekstop Corp.'s sales revenue is presented below:
| November | December | January | |||||||||
| Cash sales | $ | 105,000 | $ | 134,000 | $ | 87,000 | |||||
| Credit sales | 297,000 | 459,000 | 243,000 | ||||||||
| Total sales | $ | 402,000 | $ | 593,000 | $ | 330,000 | |||||
Management estimates that 3% of credit sales are eventually uncollectible. Of the collectible credit sales, 60% are likely to be collected in the month of sale and the remainder in the month following the month of sale. The company desires to begin each month with an inventory equal to 75% of the sales projected for the month. All purchases of inventory are on open account; 20% will be paid in the month of purchase, and the remainder paid in the month following the month of purchase. Purchase costs are approximately 50% of the selling prices.
Total budgeted inventory purchases in November by Yekstop Corp. are:
Multiple Choice
$222,375.
$272,625.
$402,000.
$423,375.
$535,782.
Information pertaining to Yekstop Corp.'s sales revenue is presented below:
| November | December | January | |||||||||
| Cash sales | $ | 104,000 | $ | 133,000 | $ | 86,000 | |||||
| Credit sales | 296,000 | 458,000 | 242,000 | ||||||||
| Total sales | $ | 400,000 | $ | 591,000 | $ | 328,000 | |||||
Management estimates that 5% of credit sales are eventually
uncollectible. Of the collectible credit sales, 60% are likely to
be collected in the month of sale and the remainder in the month
following the month of sale. The company desires to begin each
month with an inventory equal to 70% of the sales projected for the
month. All purchases of inventory are on open account; 30% will be
paid in the month of purchase, and the remainder paid in the month
following the month of purchase. Purchase costs are approximately
50% of the selling prices.
Budgeted January cash payments for December inventory purchases by
Yekstop Corp. are:
Multiple Choice
$61,035.
$88,650.
$142,415.
$206,850.
$274,040.
In: Accounting
1. Q* includes/excludes units whose cost (MC) is
greater than their revenue (P).
2. Why?
3. Q* includes/excludes units whose cost (MC) is less
than their revenue (P).
4. Why?
5. Does Q* guarantee a maximum profit, minimized loss,
to break-even or none/all of the above?
6. Why?
7. If profit is not possible, Q* certainly makes any
losses smaller than FC.- true/false?
8. Why?
In: Economics
3. What benchmark would you use to calculate materiality? Why? ((a)Net Income, (b) Assets, (c) Revenue, or (d)Equity.) (Pick 1 letter & Explain why)
a. 5 percent to 10 percent of net income before taxes.
b. ½ percent to 1 percent of total assets.
c. ½ percent to 1 percent of total revenues.
d. ½-1 percent of total equity.
4. Would you use a higher percentage or a lower percentage for the benchmark you selected in Q3 above. (EX: 5% of Net Income vs 10% of Net Income)? Explain why?
5. Using the choices from Q3 & Q4 above calculate “overall materiality” for your audit for 2019? (ex: Benchmark %(1%) * Assets ($25m)= $250K (Overall Materiality)).
In: Finance
American Airlines revenue is as follows:
| Revenue | |
| 2019 | 45768 |
| 2018 | 44541 |
| 2017 |
42622 |
- What is the trend analysis for American Airlines in the past three years?
- the projection of its revenue growth in the coming two years?
- The trend of American Airlines profitability in the past 3 years
In: Accounting
Following are selected transactions of Danica Company for 2016
and 2017.
2016
| Dec. | 13 | Accepted a $14,000, 45-day, 10% note dated December 13 in granting Miranda Lee a time extension on her past-due account receivable. | ||
| 31 | Prepared an adjusting entry to record the accrued interest on the Lee note. |
2017
| Jan. | 27 | Received Lee's payment for principal and interest on the note dated December 13. | ||
| Mar. | 3 | Accepted a $8,000, 8%, 90-day note dated March 3 in granting a time extension on the past-due account receivable of Tomas Company. | ||
| 17 | Accepted a $6,000, 30-day, 8% note dated March 17 in granting H. Cheng a time extension on his past-due account receivable. | |||
| Apr. | 16 | H. Cheng dishonored his note when presented for payment. | ||
| May | 1 | Wrote off the H. Cheng account against the Allowance for Doubtful Accounts. | ||
| June | 1 | Received the Tomas payment for principal and interest on the note dated March 3. |
Complete the table to calculate the interest amounts and use those
calculated values to prepare your journal entries
Complete the table to calculate the interest amounts.
|
First, complete the table below to calculate the interest amounts.
|
First, complete the table below to calculate the interest amounts.
|
Use those calculated values to prepare your journal entries.
Journal entry worksheet
Note: Enter debits before credits.
|
Note: Enter debits before credits.
|
Note: Enter debits before credits.
|
Note: Enter debits before credits.
|
Note: Enter debits before credits.
|
Note: Enter debits before credits.
|
In: Accounting
How has General Motors performed in terms of revenue and profit this past year? (has revenue grown, did profit slip)
How has net income performed in the past 4 quarters and 5 years? What is the market capitalization for the company? Has it grown in the past year?
Please cite sources.
Thanks!
In: Finance
Why is it important for protocol information to be published? What can you do if the protocol that you are working on does not have any publicly available information? Is there any one tool that is better than the rest? If so, why is it better? If not, how do you choose which tool to use when there are so many options?
In: Computer Science
Problem 4: House Prices
Use the “Fairfax City Home Sales” dataset for parts of this problem.
a) Use StatCrunch to construct an appropriately titled and labeled relative frequency histogram of Fairfax home closing prices stored in the “Price” variable. Copy your histogram into your document.
b) What is the shape of this distribution? Answer this question in one complete sentence.
c) Assuming the population has a similar shape as the sample with population mean $510,000 and population standard deviation $145,000; calculate the probability that in a random sample of size 10, the mean of the sample will be greater than $600,000. You may assume a random sample was taken and the sample came from a big population. However, be sure to check the central limit theorem condition of a large sample size before completing this problem using one complete sentence. If this condition is not met, you cannot complete the problem.
d) Assuming the population has a similar shape as the sample with population mean $510,000 and population standard deviation $145,000; calculate the probability that in a random sample of size 36, the mean of the sample will be greater than $600,000. You may assume a random sample was taken and the sample came from a big population. However, be sure to check the central limit theorem condition of a large sample size before completing this problem using one complete sentence. If this condition is not met, you cannot complete the problem.
Data:
Price Year, Days, TLArea, Acres
369900 1922 44 1870 0.39
373000 1952 0 1242 0.27
375000 1952 8 932 0.15
375000 1950 2 768 0.19
379000 1952 31 816 0.21
380000 1941 53 1092 0.19
385000 1951 5 984 0.27
387700 1953 5 975 0.36
395000 1954 18 957 0.29
395000 1951 12 1105 0.22
399900 1954 29 1206 0.28
399900 1951 6 1226 0.18
400000 1954 31 957 0.27
410000 1949 6 1440 0.2
410000 1954 17 1344 0.23
412500 1954 4 1008 0.25
415000 1953 17 1371 0.28
420000 1954 2 957 0.25
426000 1952 3 1694 0.25
430000 1953 19 975 0.23
434900 1950 5 1128 0.18
435000 1954 32 1252 0.24
440000 1960 3 1161 0.26
440000 1954 2 1036 0.28
440000 1955 12 1645 0.28
440000 1960 5 1746 0.31
441000 1952 133 1062 0.23
442000 1961 4 1414 0.32
443000 1951 26 962 0.2
444900 1955 4 1122 0.19
446500 1953 3 962 0.26
450000 1952 2 1488 0.15
450000 1955 49 1122 0.23
450000 1979 0 1092 0.28
450000 1951 70 962 0.2
450000 1957 23 1300 0.51
451000 1947 12 1325 0.34
455000 1952 7 2267 0.81
455000 1962 4 1050 0.31
460000 1955 5 997 0.3
460000 1954 10 1125 0.17
465000 1954 77 1288 0.46
465900 1947 21 1309 0.19
469000 1963 153 1149 0.27
474000 1959 5 1319 0.32
475000 1955 4 1530 0.28
475000 1953 29 1008 0.2
475000 1955 6 1530 0.28
475000 1956 116 1345 0.5
475000 1956 1 1530 0.28
480000 1960 27 1236 0.27
480000 1959 133 1527 0.24
485000 1955 4 1008 0.24
485000 1956 74 977 0.24
488000 1960 11 1972 0.33
500000 1963 0 2145 0.25
500000 1953 14 1758 0.54
500500 1955 6 1630 0.28
510000 1959 5 1680 0.34
512000 1963 0 1968 0.22
519000 1961 1 1312 0.29
520000 1954 15 1492 0.25
520000 1958 80 1443 0.33
520000 1963 122 1822 0.32
530000 1962 6 1393 0.29
540000 1962 12 1414 0.25
543600 1962 4 1414 0.24
560000 1967 5 1530 0.28
560000 1961 16 1438 0.53
565000 1947 6 1510 0.25
565500 1967 5 1217 0.26
589000 1954 32 2368 0.3
593000 1954 9 2044 0.25
610000 1978 140 2091 0.09
655000 1976 180 2728 0.24
660000 1947 10 2635 0.22
665000 1950 37 2645 0.57
685000 1982 120 2752 0.09
795000 2002 259 3402 0.12
852000 2000 4 3215 0.11
895000 2000 63 3230 0.11
930000 2015 135 3175 0.15
940000 1860 42 3038 0.57
968500 1850 74 3630 0.34
1100000 2004 161 3640 0.19
In: Math