Answer:
Explanation:
Year Cash flow PV factor@15% PV@15% PV factor@20% PV@20%
0 (675,000) 1.000 (675,000) 1.000 (675,000)
1 195,000 0.870 169,565 0.833 162,500
2 195,000 0.756 147,448 0.694 135,417
3 195,000 0.658 128,216 0.579 112,847
4 195,000 0.572 111,492 0.482 94,039
5 195,000 0.497 96,949 0.402 78,366
6 195,000 0.432 84,304 0.335 65,305
NPV 62,974 (26,526)
IRR = Lower rate + Difference in rates*(NPV at lower rate)/(Lower rate NPV-Higher rate NPV)
= 15% + 5%*(62974/(62974 + 26526)
= 18.52%
Therefore, The IRR on this project is 18.52%
Answer:
The correct option is B. $1,012,303
Explanation:
For computing the net amount, the following calculations are need to be done which is shown below:
1. Calculation the total value of bond which equals to
= Issue amount × price
= $1,042,000 × (97 ÷ 100)
= $1,010,740
2. Now compute the discount which shown below:
= Issue amount - total value
= $1,042,000 - $1,010,740
= $31,260
3. Then, compute the semiannual discount amount by applying the straight line method
= Discount value ÷ number of years
where,
number of year would be multiply by 2 = 2 × 10 = 20 years
So, the value would be equal to
= $31,260 ÷ 20 years
= $1,563
4. So, the net amount would be
= Total value of bond + semiannual discount
= $1,010,740 + $1,563
= $1,012,303
Hence, the net amount will be reported for the bonds on the August 31, 2019 balance sheet is $1,012,303
Therefore, the correct option is B. $1,012,303
B. slopes upward for inferior goods and downward for normal goods.
C. slopes downward for both normal and inferior goods.
D. slopes upward for both normal and inferior goods.
Answer:
A. slopes upward for normal goods and downward for inferior goods.
Explanation:
In the case of Engle curve it plots the relationship between income and demand for a good.
In the case of the normal goods, as the income rises the demand also rises while on the other hand in the case of inferior goods, the income rises the demand false
So it sloped upward for the normal goods and slop downwards for the inferior goods
An Engel curve shows the relationship between the quantity of a good consumed and a consumer's income. It slopes upward for normal goods and downward for inferior goods.
An Engel curve shows the relationship between the quantity of a good consumed and a consumer's income. It helps us understand how the demand for a particular good changes as income levels vary.
The correct answer to the question is A. An Engel curve slopes upward for normal goods and downward for inferior goods. This means that as income increases, the demand for normal goods also increases, while the demand for inferior goods decreases.
For example, if someone's income increases, they may choose to consume more high-quality goods like organic food instead of cheaper alternatives. This would result in an upward-sloping Engel curve for organic food, indicating that it is a normal good.
#SPJ12
b) false
Answer:b) false
Explanation:
They would not want to stock up on something that the market price will decline significantly on, they would do the opposite
Answer:
False
Explanation:
This is false, they would want to do the opposite, not stock up
Answer:
7.6%
Explanation:
The formula for calculating the Required return is:
Required return = Dividend yield + Capital Gain Yield
Hence,
13% = Dividend Yield + 5.40%
Dividend Yield = 7.60%.
Hope this helps.
Goodluck.
Materials handling $72,000 Number of moves 3,000
Engineering 165,000 Number of change orders 10,000
Other overhead 280,000 Direct labor hours 50,000
Heitger worked on four jobs in July. Data are as follows:
Job 13-43 Job 13-44 Job 13-45 Job 13-46
Beginning balance $20,300 $19,800 $2,300 $0
Direct materials $6,500 $8,900 $12,700 $9,800
Direct labor cost $18,000 $20,000 $32,000 $2,400
Number of moves 44 52 29 5
Number of change orders 30 40 20 20
Direct labor hours 900 1,000 1,600 120
By July 31, Jobs 13-43 and 13-44 were completed and sold. Jobs 13-45 and 13-46 were still in process.
Required:
1. Calculate the activity rates for each of the three overhead activities.
2. Prepare job-order cost sheets for each job showing all costs through July 31.
3. Calculate the balance in Work in Process on July 31.
4. Calculate the cost of goods sold for July.
5. What if Job 13-46 required no engineering change orders? What is the new cost of Job 13-46? How would the cost of other jobs be affected?
Answer:
Kindly check attached picture
Explanation:
1. Calculate the activity rates for each of the three overhead activities.
2. Prepare job-order cost sheets for each job showing all costs through July 31.
3. Calculate the balance in Work in Process on July 31.
4. Calculate the cost of goods sold for July.
5. What if Job 13-46 required no engineering change orders? What is the new cost of Job 13-46? How would the cost of other jobs be affected?
Kindly check attached picture for detailed explanation
This solution calculates the activity rates for three overhead activities, creates job-order cost sheets for four jobs, computes the Work in Process balance and Cost of Goods sold for July, and analysis the impact on job costs if there were no engineering changes for one job.
Firstly, to calculate the activity rates for each of the overhead activities, you need to divide the activity cost driver by the number amount of driver. For Materials handling, this gives us 72,000 / 3,000 = $24 per move; for Engineering, we get 165,000 / 10,000 = $16.5 per change order; and for Other overhead, the calculation gives 280,000 / 50,000 = $5.6 per direct labor hour.
For the job-order cost sheets, you add up all the costs - direct materials, direct labor, and overhead costs. The overhead costs are calculated based on the activity rates we calculated earlier multiplied by the number of drivers. The total for each category is then summed to provide the total cost for each job.
The balance in Work in Process on July 31st is calculated by adding the costs for all uncompleted jobs - which from the data supplied is jobs 13-45 and 13-46.
Cost of Goods Sold (COGS) for July includes costs of all jobs sold in July. As per the supplied data, jobs 13-43 and 13-44 were completed and sold in July. Hence, the costs of these two jobs are added to get COGS.
Lastly, if Job 13-46 required no engineering change orders, the engineering costs for that job would be eliminated, leading to a reduction in the total cost of that job. This would have no effect on the cost of other jobs as costs are allocated based on activity, not spread evenly across all jobs.
#SPJ3
Answer:
maximum profit = 10500
Explanation:
The newsvendor model is a statistical model used to manage inventory and determine the appropriate amount of inventory. So first of all we determine the optimal inventory level then we use it to find maximum profit. In order to determine optimal inventory level we first have to find possible variability in demand, for that we use the critical fractile formula which is as follows:
f= cu/cu+co
cu= underage cost = price - cost = $25 -$10 = $15
co= overage cost = cost - salvage value = $10 -$5 = $5
f= 15/15+5
f= 0.75
If we look at the standard normal cumulative distribution table 0.75 is equal to z= 0.67.
Q = Mean+ (z* standard deviation)
Optimal inventory = 500 + (0.67* 300)
Optimal inventory = 701 units
WE ROUND OFF THE UNITS TO 700.
Now we calculate maximum profit as follows:
maximum profit = contribution * Q
maximum profit = ($25 - $10) * 700
maximum profit = 10500