Answer and Explanation:
The computation is shown below;
1. Cash flow from investing activities
Purchase of land, -$10,000.
Sale of equipment $24,000
Purchase of equity securities -$10,000
Purchase of patent -$20,000
Loan in note receivable non trade -$30,000
Net cash used by investing activities -$46,000
2. Cash flow from financing activities
Sale of common stock, $500,000.
Less Retirement of bonds payable, $355,000
Proceeds from the issuance of a short-term nontrade note, $10,000.
Net cash provided by financing activities $155,000
How much interest (to the nearest dollar) would be saved on the following loan if the condominium were financed for 15 rather than 30 years? A $256,000 condominium bought with a 30% down payment and the balance financed for 30 years at 3.05%
Answer:
The interest saved is $49569.228 or $49569.
Explanation:
Total price of Condominium=$256,000
Downpayment=30% of total price=30%x$256,000= 76800
Amount Financed=Total Payment-Downpayment
Amount Financed=256000-76800=179200
Annual Interest rate=3.05%
Monthly interest rate =[tex]\frac{3.05\%}{12}[/tex]=0.25146%
The montly installment is calculated as follows:
[tex]M=\dfrac{P}{\dfrac{1-\left(\dfrac{1}{1+\dfrac{r}{100}}\right)^{nt}}{\dfrac{r}{100}}}[/tex]
Here
M is the montly installmentP is the amount financedr is the montly rate in percentagen is the number of yearst is the number of months in a yearCase 1 when the number of years is 30.
So the equation becomes
[tex]M=\dfrac{P}{\dfrac{1-\left(\dfrac{1}{1+\dfrac{r}{100}}\right)^{nt}}{\dfrac{r}{100}}}\\\\M=\dfrac{179200}{\dfrac{1-\left(\dfrac{1}{1+\dfrac{0.25146}{100}}\right)^{30*12}}{\dfrac{0.25146}{100}}}\\\\M=\dfrac{179200}{\dfrac{1-\left(\dfrac{1}{1+0.0025146}\right)^{30*12}}{0.0025146}}\\\\M=\dfrac{179200}{\dfrac{1-\left(\dfrac{1}{1.0025146}\right)^{30*12}}{0.0025146}}\\\\M=\dfrac{179200\times {0.0025146}}{1-\left(\dfrac{1}{1.0025146}\right)^{30*12}}\\M=\dfrac{450.61632}{0.59510 }\\M=\$757.2087[/tex]
So the total amount paid in installments is
[tex]T=M\times n\times t[/tex]
So the equation becomes
[tex]T=M\times n\times t\\T=757.2087\times 30\times 12\\T=\$272595.132[/tex]
So the interest is given as
[tex]I=T-P\\I=272595.132-179200\\I=\$93395.132[/tex]
So a total interest of $93395.132 is paid when the amount is financed for 30 years.
Case 2 when the number of years is 15.
So the equation becomes
[tex]M=\dfrac{P}{\dfrac{1-\left(\dfrac{1}{1+\dfrac{r}{100}}\right)^{nt}}{\dfrac{r}{100}}}\\\\M=\dfrac{179200}{\dfrac{1-\left(\dfrac{1}{1+\dfrac{0.25146}{100}}\right)^{15*12}}{\dfrac{0.25146}{100}}}\\\\M=\dfrac{179200}{\dfrac{1-\left(\dfrac{1}{1+0.0025146}\right)^{15*12}}{0.0025146}}\\\\M=\dfrac{179200}{\dfrac{1-\left(\dfrac{1}{1.0025146}\right)^{15*12}}{0.0025146}}\\\\M=\dfrac{179200\times {0.0025146}}{1-\left(\dfrac{1}{1.0025146}\right)^{15*12}}\\M=\dfrac{450.61632}{0.36368 }\\M=\$1239.0328[/tex]
So the total amount paid in installments is
[tex]T=M\times n\times t[/tex]
So the equation becomes
[tex]T=M\times n\times t\\T=1239.0328\times 15\times 12\\T=\$223025.904[/tex]
So the interest is given as
[tex]I=T-P\\I=223025.904-179200\\I=\$43825.904[/tex]
So a total interest of $43825.904 is paid when the amount is financed for 15 years.
The savings on interest if the condominium is financed for 15 years is given as
[tex]S=I_{30}-I_{15}\\S=93395.132-43825.904\\S=49569.228[/tex]
The interest saved is $49569.228 or $49569.
You run a coffee shop where demand is constant week to week. You use 10 bags of roasted coffee each week. Currently, you order whole roasted coffee beans from an out-of-town supplier who charges $20 per bag and a fixed cost of $100 per delivery. Storage for each bag per month is estimated at $1. Assume your coffee shop operates for 52 weeks and 12 months per year. Assume there are no lead times.
Required:
a. Under these costs, what is the optimal order size (in bags)?
b. How often (in months) do I place an order under my solution to part a?
c. What are my annual total costs (including purchasing costs) under my solution to part a?
Answer: See explanation
Explanation:
a. Under these costs, what is the optimal order size (in bags)?
Periods per year = 52 weeks.
Weekly demand = 10bags
Annual demand, D = 10 × 52 = 520
Set up cost, S = $100
Item cost = $20.00
Holding cost per year, H= $12.00
We'll then calculate the economic order quantity, Q which will be:
= ✓2×S×D/H
= ✓(2×100×520/12
= ✓104000/12
= ✓8667
= 93
Optimal order size = 93 bags
b. How often (in months) do I place an order under my solution to part a?
Time between orders will be:
= Period per year / Orders per year
= 12 / 5.59
= 2.15
c. What are my annual total costs (including purchasing costs) under my solution to part a?
Annual total cost will be:
= Holding cost + Order cost + Purchase cost
= $11,517.14
Note that:
Orders per year = D/Q = 520/93 = 5.59
Axil Corp. has not tapped the Deutsche mark public debt market because of concern about a likely appreciation of that currency and only wishes to be a floating-rate dollar borrower, which it can be at LIBOR + 1%. Bevel Corp. strongly prefers fixed-rate DM debt, but it must pay 1.5% more than the 6.25% coupon that Axil's DM notes would carry. Bevel, however, can obtain Eurodollars at LIBOR + 1/2%. Show work and explain.
1. What is the maximum possible cost savings to Axil from engaging in acurrency swap with Bevel?
2. What is the maximum possible cost savings to Bevel from engaging in acurrency swap with Axil?
Answer:
2%2%Explanation:
First step : determine total cost experienced in both cases
Total cost experienced by both firms without swap
= Axil floating dollar cost + Bevel fixed DM cost
= Libor + 1% + 7.75% = Libor + 8.75%
Total cost of funds by both firms when they are involved in a swap
= Bevel Floating dollar cost + Axil fixed Dm cost
= Libor + 0.5% + 6.25%
= Libor + 6.75%
1) the maximum possible cost savings to Axil Corp
Libor + 8.75% - Libor + 6.75% = 2%
2) the maximum possible cost savings to Bevel Corp
Libor + 8.75% - Libor + 6.75% = 2%
Suppose that the public holds 50% of the money supply in currency and the reserve requirement is 20%. Banks hold no excess reserves. A customer deposits $6,000 in her checkable deposit. Assume that after receiving the deposit, the bank lends out its excess reserves. When the loan is spent, _____ of the loan will be a checkable deposit and _____ will be held by the public as cash. $6,000; $0
Answer: $2,400; $2,400
Explanation:
If a deposit of $6,000 is made, the reserve requirement is 20% so the bank will have to reserve this amount of:
= 6,000 * 20%
= $1,200
The bank will be left with:
= 6,000 - 1,200
= $4,800
The bank lends all of this out.
The public holds 50% of the currency so they will keep:
= 50% * 4,800
= $2,400
The rest - which is $2,400 - will be deposited as checkable deposits.
In June 2000, the SEC brought civil charges against seven top executives of Cendant Company. The SEC alleged that these officials had, among other things, inflated income by more than $100 million through improper use of company reserves. These proceedings were a result of a longstanding investigation by the SEC of financial fraud that started back in the 1980s. In your opinion, in which stage of the criminal litigation process is this case? Why?
Answer:
First stage
Explanation:
Filing of criminal charges against an offender is usually the first stage in a criminal litigation process. The investigation carried out by SEC is a preliminary process and may not be counted as First stage.
The criminal litigation process is made up seven ( 7 ) process and the investigative part of the process is to Identify the civil charges
George is responsible for examining the heating and air conditioning system of an upcoming hotel. So, George is a mechanical____
Answer:
a mechanical inspector
Walter Company Ltd. publishes a monthly sports magazine, Fishing Preview. Subscriptions to the magazine cost $22 per year. During November 2007, Walter sells 6,000 subscriptions for cash, beginning with the December issue. Walter prepares financial statements quarterly and recognizes subscription revenue earned at the end of the quarter. The company uses the accounts Unearned Subscription Revenue and Subscription Revenue. The company has a December 31 year-end.
Instructions
(a) Prepare the entry in November for the receipt of the subscriptions.
(b) Prepare the adjusting entry at December 31, 2007, to record subscription revenue earned in December 2007.
(c) Prepare the adjusting entry at March 31, 2008, to record subscription revenue earned in the first quarter of 2008.
Answer:
Walter Company Ltd.
Journal Entries:
a. November, 2007:
Debit Cash $132,000
Credit Unearned Subscription Revenue $132,000
To record the receipt of subscriptions for 6,000 at $22 for a year.
b. December, 2007:
Debit Unearned Subscription Revenue $11,000
Credit Subscription Revenue $11,000
To record the subscription revenue for the quarter (Dec. only)
c. March, 2008:
Debit Unearned Subscription Revenue $33,000
Credit Subscription Revenue $33,000
To record the subscription revenue for the quarter.
Explanation:
a) Data and Calculations:
Subscription cost per year = $22
Subscription sold in December 2007 = 6,000
Total revenue received in November = $132,000 (6,000 * $22)
Analysis:
Cash $132,000 Unearned Subscription Revenue $132,000
Unearned Subscription Revenue $11,000 Subscription Revenue $11,000 ($22/12 * 6,000)
Unearned Subscription Revenue $33,000 Subscription Revenue $33,000 ($22/4 * 6,000)
State income taxes paid$2,000 Mortgage interest on her personal residence9,000 Points paid on purchase of her personal residence1,000 Deductible contributions to her IRA3,000 Uninsured realized casualty loss (in a Federal disaster area)6,000 Tax preparation fees for her prior year income tax return400 What amount may Jordan claim as itemized deductions on her current-year income tax return
Answer:
The amount Jordan may claim as itemized deductions on her current-year income tax return is $12,900.
Therefore, the correct answer is b.$12,900.
Explanation:
Note: This question is not complete. The complete question is therefore provided before answering the question as follows:
Jordan Johnson is single and has adjusted gross income of $50,000 in the current year. Additional information is as follows:
State income taxes paid $2,000
Mortgage interest on her personal residence 9,000
Points paid on purchase of her personal residence 1,000
Deductible contributions to her IRA 3,000
Uninsured realized casualty loss (in a Federal disaster area) 6,000
Tax preparation fees for her prior year income tax return 400
What amount may Jordan claim as itemized deductions on her current-year income tax return?
a.$12,000
b.$12,900
c.$13,300
d.$15,900
b. $12,900.
Explanation of the answer is now given as follows:
The allowable deduction for personal casualty loss that occurs in a Federal disaster area has a limit to the amount by which it is higher than $100 floor and 10% of AGI which is calculated as follows:
Uninsured realized casualty loss (in a Federal disaster area) - $100 = $6,000 - $100 = $5,900
Deductible uninsured realized personal casualty loss (in a Federal disaster area) = $5,900 - ($50,000 * 10%) = $900
Therefore, we have:
Itemized deductions for the current year = State income taxes paid + Mortgage interest on her personal residence + Points paid on purchase of her personal residence + Deductible uninsured realized personal casualty loss (in a Federal disaster area) = $2,000 + $9,000 + $1,000 + $900 = $12,900
Therefore, the amount Jordan may claim as itemized deductions on her current-year income tax return is $12,900.
The correct answer is b.$12,900.
Borges Machine Shop, Inc. has a 1-year contract for the production of 200,000 gear housings for a new off-road vehicle. Owner Luis Borges hopes the contract will be extended and the volume increased next year. Borges has developed costs for three alternatives. They are general-purpose equipment (GPE), flexible manufacturing system (FMS), and expensive, but efficient dedicated machine (DM). The cost data follow:
General Purpose Flexible Manufacturing Dedicated
Equipment System Machine
GPE FMS DM
Annual contracted units 200,000 200,000 200,000
Annual fixed cost $100,000 $200,000 $500,000
Per unit variable cost $15 $14 $13
Which process is best for this contract?
Answer:
FMS
Explanation:
The computation is shown below;
For GPE
Given that
Annual contracted unit(Q) = 200000 units
Fixed cost (FC) = $100000
Variable cost (VC) = $15
Now
Total cost = FC + (Q × VC)
= 100000 + (200000 × 15)
= 100000 + 3000000
= $3100000
For FMS
Given that
Annual contracted unit(Q) = 200000 units
Fixed cost (FC) = $200000
Variable cost (VC) = $14
Total cost = FC + (Q × VC)
= 200000 + (200000 × 14)
= 200000 + 2800000
= $3000000
For DM
Given that
Annual contracted unit(Q) = 200000 units
Fixed cost (FC) = $500000
Variable cost (VC) = $13
Total cost = FC + (Q × VC)
= 500000 + (200000 × 13)
= 500000 + 2600000
= $3100000
So for this type of contract FMS is best as it contains the lowest total cost.
What does "pivoting" mean in the process of concept development?
Select an answer:
• applying the same concept to a completely different problem
• adapting or modifying a concept to address one of the four enablers (1)
• identifying data required to validate a concept
• ideating to establish the antithesis of the design concept
Answer:
identifying data required to validate a concept
Lauhl Corporation provides janitorial services to several office buildings. During April, Lauhl engaged in the following transactions:______.
a. On April 1, Lauhl received $24,000 from Metro Corporation to provide cleaning services over the next 6 months.
b. On April 5, Lauhl purchased and received $8,500 of supplies on credit from Eagle Supply Company. During the month, Lauhl paid $5,000 to Eagle and used $1,300 of the supplies.
c. On April 20, Lauhl performed one-time cleaning services of $2,500 for Jones Company. Jones paid Lauhl the full amount on May 10.
d. On April 30, Lauhl paid employees wages of $3,400. An additional $850 was owed to employees for work performed in April.
Required:
Calculate the amount of net income that Lauhl should recognize in April under (1) cash-basis accounting and (2) accrual-basis accounting?
Answer:
Cash-basis accounting $15,600
Accrual-basis Accounting $7,750
Explanation:
A. Calculation to determine the amount of net income that Lauhl should recognize in April under cash-basis accounting
Cash-basis accounting
=$24,000 -$5000-$3,400
Cash-basis accounting =$15,600
Therefore the amount of net income that Lauhl should recognize in April under cash-basis accounting is $15,600
B. Calculation to determine the amount of net income that Lauhl should recognize in April under the accrual-basis Accounting
Accrual-basis Accounting=($24,000/6) -$1300 + $2500 - $3,400 - $850
Accrual-basis Accounting=$4,000-$1,300+$2,500+$3,400-$850
Accrual-basis Accounting=$7,750
Therefore the amount of net income that Lauhl should recognize in April under the accrual-basis Accounting is $7,750
The amount of net income that Lauhl should recognize in April under
(1) Accrual-basis accounting is $7,750
(2) Cash-basis accounting is $15,600
A. What is cash basis accounting?Cash basis refers to a major accounting method that recognizes revenues and expenses at the time cash is received or paid out.
Calculation of cash-basis accounting
= $24,000 - $500 - $3,400
= $15,600
Hence, the amount of net income that Lauhl should recognize in April under cash-basis accounting is $15,600
B. What is accrual-basis Accounting?Accrual accounting recognizes revenue when it's earned and expenses when they're incurred, regardless of when money actually changes hands.
Calculation of Accrual-basis accounting.
= ($24,000/6) - $1300 + $2500 - $3,400 - $850
= $4,000 - $1,300 + $2,500 + $3,400 - $850
= $7,750
Hence, the amount of net income that Lauhl should recognize in April under the accrual-basis Accounting is $7,750
Learn more about cash and accrual basis accounting here : https://brainly.com/question/14640855
Foods Galore is a major distributor to restaurants and other institutional food users. Foods Galore buys cereal from a manufacturer for $20.00 per case. Annual demand for cereal is 200,000 cases, and the company believes that the demand is constant at 800 cases per day for each of the 250 days per year that it is open for business. Average lead time from the supplier for replenishment orders is eight days, and the company believes that it is also constant. The purchasing agent at Foods Galore believes that annual inventory carrying cost is 10 percent and that it costs $40.00 to place an order.
How many cases of cereal should Foods Galore order each time it places an order? What is the total annual inventory cost if you order based on your Economic Order Quantity? (Sum of annual product purchasing cost, holding cost, and ordering cost). What is the total annual inventory cost if Foods Galore orders 10,000 each order at $18 per case? (Sum of annual product purchasing cost, holding cost, and ordering cost)
Answer:
The appropriate solution is:
(a) 2828 cases each time
(b) $4005656.85
(c) $3609800
Explanation:
The given values are:
Annual demand,
D = 200,000 cases
Per case cost,
C = $20
Carrying host,
H = [tex]10 \ percent\times 20[/tex]
= $[tex]2[/tex]
Ordering cost,
S = $40
(a)
The economic order quantity will be:
⇒ [tex]Q^*=\sqrt{(\frac{2DS}{H} )}[/tex]
On substituting the values, we get
[tex]=\sqrt{[\frac{(2\times 200000\times 40)}{2} ]}[/tex]
[tex]=\sqrt{\frac{16000000}{2} }[/tex]
[tex]=2828[/tex]
(b)
According to the question,
The annual ordering cost will be:
= [tex](\frac{D}{Q^*}) S[/tex]
= [tex](\frac{200000}{2828}) 40[/tex]
= [tex]2828.85[/tex] ($)
The annual carrying cost will be:
= [tex](\frac{Q^*}{2})H[/tex]
= [tex](\frac{2828}{2} )2[/tex]
= [tex]2828[/tex] ($)
The annual purchase cost will be:
= [tex]D\times C[/tex]
= [tex]200000\times 20[/tex]
= [tex]4000000[/tex] ($)
Now,
The total inventory cost will be:
= [tex]2828.85+2828+4000000[/tex]
= [tex]4005656.85[/tex] ($)
(c)
According to the question,
Order quantity,
Q = 10000 cases
Per case cost,
C = $18
Carrying cost,
H = [tex]10 \ percent\times 18[/tex]
= [tex]1.8[/tex]
The annual ordering cost will be:
= [tex](\frac{D}{Q} )S[/tex]
= [tex](\frac{200000}{10000} )40[/tex]
= [tex]800[/tex] ($)
The annual carrying cost will be:
= [tex](\frac{Q}{2} )H[/tex]
= [tex](\frac{10000}{2} )1.8[/tex]
= [tex]9000[/tex] ($)
The annual purchase cost will be:
= [tex]D\times C[/tex]
= [tex]200000\times 18[/tex]
= [tex]3600000[/tex]
Now,
The total cost of inventory will be:
= [tex]800+9000+3600000[/tex]
= [tex]3609800[/tex] ($)
The following income statements are provided for Li Company's last two years of operation: Year 1 Year 2 Number of units produced and sold 4,500 4,100 Sales revenue $ 69,750 $ 63,550 Cost of goods sold 41,700 38,000 Gross margin 28,050 25,550 General, selling, and administrative expenses 17,500 16,300 Net income $ 10,550 $ 9,250 Assuming that cost behavior did not change over the two-year period, what is Li Company's contribution margin in Year 2?
Answer:
$13,325
Explanation:
Calculation to determine Li Company's contribution margin in Year 2
First step is to calculate the Variable cost per unit
Using this formula
Variable cost per unit = Change in costs ÷ Change in activity Cost of goods sold
Let plug in the formula
Variable cost per unit = (41,700 − 38,000) ÷ (4,500 units − 4,100 units)
Variable cost per unit =3,700/400
Variable cost per unit = $9.25 per unit
Second step is to calculate the Selling and administrative expense
Variable cost per unit = (17,500- 16,300) ÷ (4,500 units − 4,100 units)
Variable cost per unit =1,200/400 units
Variable cost per unit = $3.00 per unit
Now let calculate the Contribution margin in Year 2
Using this formula
Contribution margin = Sales revenue − Variable costs
Let plug in the formula
Contribution margin= $ 63,550 − [4,100 units × ($9.25 per unit + $3.00 per unit)]
Contribution margin=$ 63,550-(4,100 units×$12.25)
Contribution margin=$ 63,550-$50,225
Contribution margin = $13,325
Therefore Li Company's contribution margin in Year 2 is $13,325
Bonita Industries financed the purchase of a machine by making payments of $29000 at the end of each of five years. The appropriate rate of interest was 8%. The future value of one for five periods at 8% is 1.46933. The future value of an ordinary annuity for five periods at 8% is 5.86660. The present value of an ordinary annuity for five periods at 8% is 3.99271. What was the cost of the machine to Bonita?
Answer:
Cost of Machine today = $115788.59
Explanation:
To calculate the cost of machine to Bonita in today's term, we need to calculate the present value of annuity. We know that the payments made are in form of an ordinary annuity because the amount of payment is fixed (29000) , the payments are made after equal interval of time (at the end of each year) and are made in finite number (5 years).
We will multiply the annuity payment per period by the PV of ordinary annuity factor as provided in the question to calculate the value or price of machine today.
Cost of Machine today = 29000 * 3.99271
Cost of Machine today = $115788.59
An analysis of stockholders' equity of Hahn Corporation as of January 1, 2020, is as follows: Common stock, par value $20; authorized 100,000 shares; issued and outstanding 90,000 shares $1,800,000 Additional Paid-in capital 900,000 Retained earnings 760,000 Total $3,460,000 During 2020, the company entered into the following transactions: Acquired 2,500 shares of its stock for $75,000. Sold 2,000 treasury shares at $35 per share. Sold the remaining treasury shares at $20 per share. Assuming no other equity transactions occurred during 2020, what should Hahn report at December 31, 2020, as total additional paid-in capital?
Answer:
$905,000
Explanation:
Calculation to determine what should Hahn report at December 31, 2020, as total additional paid-in capital
Total Additional Paid-in capital=$900,000 + (2,000 × $5) –[(2,500-2,000)× $10]
Total Additional Paid-in capital=$900,000 + (2,000 × $5) – (500 × $10)
Total Additional Paid-in capital=$900,000 + $10,000-$5,000
Total Additional Paid-in capital = $905,000
Therefore The amount that Hahn should report at December 31, 2020, as total additional paid-in capital is $905,000
The Ring Division of A1d-Y6z Company reported the following information for May: selling price per unit .................... $35 variable costs per unit ................... $12 turnover .................................. 2.50 residual income ........................... $229,600 margin .................................... 22% units sold ................................ 40,000 Calculate the number of units the Ring Division needed to sell in May in order for the residual income in May to be $505,600.
Answer:
52,000 units
Explanation:
Selling price = $35*40,000 = $1,400,000
Variable cost = $12 * 40,000 = $480,000
Contribution margin = $1,400,000 - $480,000 = $920,000
Fixed cost = Residual income + Contribution
Fixed cost = $920,000 - $229,600
Fixed cost = $690,400
Sales to earn residual income = [Fixed cost + Desired profit] / Contribution per unit
Sales to earn residual income = [$690,400 + $505,600] / $35 - $12
Sales to earn residual income = $1,196,000 / $23
Sales to earn residual income = 52,000 units
Crane, Inc. manufactures two products: missile range instruments and space pressure gauges. During April, 50 range instruments and 200 pressure gauges were produced, and overhead costs of $72,750 were estimated. An analysis of estimated overhead costs reveals the following activities. Activities Cost Drivers Total Cost 1. Materials handling Number of requisitions $30,000 2. Machine setups Number of setups 23,750 3. Quality inspections Number of inspections 19,000 $72,750 The cost driver volume for each product was as follows. Cost Drivers Instruments Gauges Total Number of requisitions 375 625 1,000 Number of setups 175 300 475 Number of inspections 225 250 475
Answer:
Requirement: Determine the overhead rate for each activity "Materials handling, Machine setups, Quality inspections"
Materials handling overhead rate = Total cost / Cost driver volume
Materials handling overhead rate = $30,000 / 1,000
Materials handling overhead rate = $30
Machine setups overhead rate = Total cost / Cost driver volume
Machine setups overhead rate = $23,750 / 475
Machine setups overhead rate = $50
Quality inspections overhead rate = Total cost / Cost driver volume
Quality inspections overhead rate = $19,000 / 475
Quality inspections overhead rate = $40
Super Clinics offers one service that has the following annual cost and utilization estimates: Variable cost per visit $ 10 Annual direct fixed costs $50,000 Allocation of overhead costs $20,000 Expected utilization 1,000 visits What price per visit must be set if the clinic wants to make an annual profit of $10,000 on the service? A. $ 70 B. $ 80 C. $ 90 D. $100 E. $110
Answer:
C. $ 90
Explanation:
Number of visits = 1,000
Variable cost = $10 × 1,000 = $10,000
Fixed cost = $50,000
Overhead cost = $20,000
Required profit = $10,000
So,Total Cost = Variable Cost+ Fixed Cost+ Overhead Cost
= $10,000 + $50,000 + $20,000
= $80,000
Now, Price per Visit = (Total Cost+ Required Profit) ÷ Number of visits
= ($80,000 + $10,000) ÷ 1,000
= $90,000 ÷ 1,000
= $90
Marketing and distributing the company's product are categorized as
Answer:
thye are categorized as a channel
Explanation:
Wildhorse Co. had the following assets on January 1, 2022. Useful Life (in years) Item Cost Purchase Date Useful Life (in years) Salvage Value Machinery $68,000 Jan. 1, 2012 10 $ 0 Forklift 27,000 Jan. 1, 2019 5 0 Truck 33,400 Jan. 1, 2017 8 3,000 During 2022, each of the assets was removed from service. The machinery was retired on January 1. The forklift was sold on June 30 for $11,700. The truck was discarded on December 31. Journalize all entries required on the above dates, including entries to update depreciation, where applicable, on disposed assets. The company uses straight-line depreciation. All depreciation was up to date as of December 31, 2021. (Credit account titles are automatically indented when the amount is entered. Do not indent manually. If no entry is required, select "No Entry" for the account titles and enter 0 for the amounts.)
Solution :
Journal Entry
Date Account and Explanation Debit Credit
1 Jan,2022 Accumulated depreciation-machine $ 68,000
Machine $ 68,000
30 June, Depreciation expense, [tex]$\left(\frac{27000}{5} \times \frac{6}{12}\right)$[/tex] $ 2700
2022 Accumulated depreciation- Forklift $ 2700
30 June, Cash $ 11,700
2022 Accumulated depreciation- Forklift, $ 18,900
[tex]$\left(\frac{27000}{5} \times 3.5 \right)$[/tex]
Gain on sale of forklift $ 3600
Forklift $ 27000
31 Dec, Depreciation expense, [tex]$\left( \frac{33400-3000}{8}\right)$[/tex] $ 3800
2022 Accumulated depreciation - Truck $ 3800
31 Dec, Accumulated depreciation - Truck, $ 22800
2022 [tex]$\left( \frac{33400-3000}{8} \times 6\right)$[/tex]
Loss on disposal of truck $ 10600
Truck $ 33400
g Earnings per share Financial statement data for the years 20Y5 and 20Y6 for Black Bull Inc. follow: 20Y5 20Y6 Net income $1,687,000 $2,632,000 Preferred dividends $40,000 $40,000 Average number of common shares outstanding 90,000 shares 120,000 shares a. Determine the earnings per share for 20Y5 and 20Y6. Round to two decimal places. 20Y5 20Y6 Earnings per Share $fill in the blank 1 $fill in the blank 2 b. Is the change in the earnings per share from 20Y5 to 20Y6 favorable or unfavorable
Answer:
a) EPS
2005 Earnings per share=$18.3
2005 Earnings per share=$21.6
b) EPS Variance = $3.3 favorable
Explanation:
Earnings per share(EPS) is the total earnings attributable to ordinary shareholders divided by the number of units of common stock
Earnings attributable to ordinary shareholders= Net income after tax - preference dividend
Earnings per share = (Net income after tax - preference dividend)/Number of shares
2005 Earnings per share = $1,687,000- $40,000/90,000 shares=$18.3
2006 Earnings per share=($2,632,000- $40,000)/120,000 shares=$21.6
2005 Earnings per share=$18.3
2006 Earnings per share=$21.6
EPS Variance
Comparing the EPS the Earning per share in 2006 is higher than that of 2005. Hence, the variance = 21.6-18.3= $3.3 favorable
EPS Variance = $3.3 favorable
"Minimum wage laws cause unemployment because the legal minimum wage is set" 9) A) above the market wage, causing labor demand to be greater than labor supply. B) below the market wage, causing labor demand to be greater than labor supply. C) too low. D) below the market wage, causing labor demand to be less than labor supply. E) above the market wage, causing labor demand to be less than labor supply.
Answer: E) above the market wage, causing labor demand to be less than labor supply.
Explanation:
Minimum wage simply refers to the lowest wage that employers can pay their workers. Minimum wage is a form of price floor which means that it's typically higher than the equilibrium or market wage.
In this case, since it's higher than the market wage, there'll be an increase in the supply of labor as those that are unemployed will be willing to work duw to the increase in the wage rate.
On the other hand, there'll be a reduction in the demand for labor as employers typically will want to reduce cost and won't be interested in employing more workers.
Therefore, the correct option is E
Jenny has a $82,500 basis in her 50 percent partnership interest in the JM Partnership before receiving any distributions. This year JM makes a proportionate operating distribution to Jenny of a parcel of land with an $110,000 fair value and a $89,700 basis to JM. The land is encumbered with a $42,850 mortgage (JM's only liability). What is Jenny's basis in the land and her remaining basis in JM after the distribution
Answer:
$89,700 land basis, $14,225 JM basis.
Explanation:
Calculation to determine Jenny's basis in the land and her remaining basis in JM after the distribution
Based on the information given her basis in the land equal to the amount of $89,700 while are remaining basis in JM is the amount of $14,225, Calculated as:
Predistribution basis in JM $82,500
Add deemed contribution $21,425
(50%*$42,850)
Less: basis allocated to land ($89,700)
Remaining basis in JM $14,225
Therefore her basis in the land and her remaining basis in JM after the distribution are:
$89,700 land basis, $14,225 JM basis.
A major equipment purchase is being considered Metro Atlanta. The initial cost is determined to be $1,000,000. It is estimated that this new equipment will save $100,000 the first year and increase gradually by $50,000 for the next 6 years. MARR= 10%.
A) The payback period for this equipment purchase is______
B) The B/C ratio for this investment is ________
C) The NFW of this investment is ________
At the beginning of his current tax year, David invests $13,410 in original issue U.S. Treasury bonds with a $10,000 face value that mature in exactly 25 years. David receives $540 in interest ($270 every six months) from the Treasury bonds during the current year, and the yield to maturity on the bonds is 3.4 percent. (Round your intermediate calculations to the nearest whole dollar amount.) a. How much interest income will he report this year if he elects to amortize the bond premium
Answer:
The amount of income that David will report this year if he elects to amortize the bond premium is $455.94.
Explanation:
This can be calculated as follows:
Interest income = Carrying value of the bond * Yield to maturity…………….. (1)
Where;
Carrying value of the bond = $13,410
Yield to maturity = 3.4%
Substituting the values into equation (1), we have:
Interest income = $13,410 * 3.4% = $455.94
Therefore, the amount of income that David will report this year if he elects to amortize the bond premium is $455.94.
Deleon Inc. is preparing its annual budgets for the year ending December 31,2020. Accounting assistants furnish the data shown below. Product Product JB 50 JB 60 Sales budget: Anticipated volume in units 404,800 203,400 $22 $27 Unit selling price Production budget: Desired ending finished goods units 18,100 29,200 Beginning finished goods units 33,700 11,400 Direct materials budget: Direct materials per unit (pounds) 1 18,600 Desired ending direct materials pounds 33,600 Beginning direct materials pou 41,000 11,300 $3 $3 Cost per pound Direct labor budget: Direct labor time per unit 0.3 0.6 Direct labor rate per hour $11 $11 Budgeted income statement: $12 $21 Total unit cost 92 An accounting assistant has prepared the detailed manufacturing overhead budget and the selling and administrative expense budget. The latter sho selling expenses of $664,000 for product JB 50 and $363,000 for product JB 60, and administrative expenses of $542,000 for product JB 50 and $344,000 for product JB 60. Interest expense is $150,000 (not allocated to products). Income taxes are expected to be 30%.
Prepare the sales budget for the year.
Answer:
Sales Budget - Deleon Inc.
Particulars JB50 JB60 Total
Expected unit sales 404,800 203,400
Selling price per unit $22.00 $27.00
Projected Sales Revenue $8,905,600 $5,491,800 $14,397,400
Cominsky Company purchased a machine on July 1, 2018, for $28,000. Cominsky paid $200 in title fees and county property tax of $125 on the machine. In addition, Cominsky paid $500 shipping charges for delivery, and $475 was paid to a local contractor to build and wire a platform for the machine on the plant floor. The machine has an estimated useful life of 6 years with a salvage value of $3,000.
Determine the depreciation base of Cominsky’s new machine. Cominsky uses straight-line depreciation.
Depreciation base $
Entry field with incorrect answer now contains modified data
Answer:
$26,300
Explanation:
Depreciation Base is the total amount charged to expenses over an asset's useful life.
In Straight line method of Depreciation:
Depreciation Base = (Cost of Asset - Salvage Value)
Cost of Asset $28,000 + $200 + $125 + $500 + $475
Cost of Asset = $29,300
Depreciable Base = $29,300 - $3,000
Depreciable Base = $26,300
Jennifer is preparing for a conference. For that, she needs to access various websites to secure relevant information on various companies participating in the conference. Which software application will enable her to view the websites of all the companies?
A.
Internet
B.
URL
C.
browser
D.
email
E.
malware
Answer:
C. browser
internet is the software and the browser is the application.
One thousand adults live in Milltown. Every day, they all leave work at 4:30 p.m., arrive home at exactly 5:00 p.m., and go to bed at 9:00 p.m. Three fundraisers, Alpha, Beta, and Charlie, have targeted Milltown's population. To get a donation, they must call Milltown's residents after they get home from work but before they go to bed. Because the charities raising the funds are identical, the first to call a willing donor will get the donation. Beta's manager has decided that the best time to call is 7:00 p.m. because it is exactly halfway between 5:00 p.m. and bedtime. Which of the following is true?
a. Alpha and Charlie will also make calls at 7:00 p.m.
b. Beta's manager did not choose wisely.
c. Alpha and Charlie will divide up the rest of the market, with one choosing to call at 6:00 p.m. and the other at 8:00 p.m.
d. Beta is certain to generate the most donations.
Answer:
b. Beta's manager did not choose wisely.
Explanation:
If you know that you are competing with identical charities, calling later will only result in fewer donations. The calls should start at 5 PM, and probably the three fundraisers will start calling at the same time. The only advantage that they can have depends on reaching the adults first, so the time of the calls is important.
Livingston Fabrication has created the following aggregate plan for the next five months:
August September October November December
Forecasting demand (units of finished goods)
1,000,000.00 1,000,000.00 2,000,000.00 4,000,000.00 1,000,000.00
Production plan
2,000,000.00 2,000,000.00 2,000,000.00 2,000,000.00 2,000,000.00
Assume that Livingston will have nothing in inventory at the end of July. Livingston employs 500 production assembly workers and it takes one production assembly worker 3 minutes to assemble one unit of finished good. (The unit is complete at that point.) Each production assembly worker can provide 160 hours of assembly time a month without requiring overtime pay.
Livingston wants to complete this plan without working any overtime in assembly. How many additional production assembly workers does Livingston need to hire, in order to accomplish this? When should they be hired?
Using this production plan, how many units will be in inventory at the end of October?
What will the average inventory level be each month?
Answer:
Livingston Fabrication
1. Additional production assembly workers needed = 125
2. They should be hired July ending for August production.
3. 2,000,000 units will be in inventory at the end of October.
4. The average inventory level each month will be 1,200,000 units.
Explanation:
a) Data and Calculations:
(in thousands) August September October November December
Beginning inventory 0 1,000 2,000 2,000 0
Production plan 2,000 2,000 2,000 2,000 2,000
Forecasting demand
(units of finished goods) 1,000 1,000 2,000 4,000 1,000
Ending inventory 1,000 2,000 2,000 0 1,000
Number of assembly workers employed = 500
Minutes per employee to assemble one unit of finished good = 3
Total hours that each assembly worker can provide per month = 160
Total time provided by each assembly worker in minutes = 9,600 (160*60)
Total units produced by each worker in a month = 3,200 (9,600/3) units
Total units produced by 500 workers = 1,600,000 (3,200 * 500)
Production planned units per month = 2,000,000
Units required to be produced by hiring extra workers = 400,000
Workers required to produce the extra 400,000 units = 125 (400,000/3,200)
Average inventory level each month = Total ending inventory/5
= 6,000/5
= 1,200
