Based on the given information, we know that the bond has a par value of $4,000, a coupon rate of 5.7% paid semiannually, and 20 years to maturity. We also know that the yield to maturity on the bond is 6.6%. Using this information, we can calculate the price of the bond.
To calculate the price, we need to use the present value formula for a bond. We can use a financial calculator or spreadsheet to perform the calculation, but the formula is: Price = (C / r) x [1 - (1 + r)^(-n)] + (F / (1 + r)^n)
Where: C = semiannual coupon payment r = semiannual yield to maturity n = number of semiannual periods (20 x 2 = 40) ,F = par value of the bond .Plugging in the values, we get: Price = (190 / 0.033) x [1 - (1 + 0.033)^(-40)] + (4000 / (1 + 0.033)^40) ,Price = $3,242.95
Therefore, the price of the bond is $3,242.95.
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The markup amount on a pair of speakers from Cedric's Stereo is $77.70. If the pair of speakers retails for $284 and expenses average 19% of the selling price, what profit will be earned? For full marks your answer(s) should be rounded to the nearest cent. Profit = $ 0.00
The profit earned is $127.30.
To calculate the profit, we need to first determine the cost of the pair of speakers. We know that the markup amount is $77.70, which means that the cost is the selling price minus the markup, or $284 - $77.70 = $206.30.
Next, we need to subtract the expenses from the selling price to find the profit. The expenses are 19% of the selling price, or 0.19 * $284 = $53.96. Therefore, the profit is $284 - $206.30 - $53.96 = $23.74.
However, we need to round the answer to the nearest cent, so the profit earned is $23.74, rounded to $23.73. Adding the markup amount of $77.70 gives a final profit of $23.73 + $77.70 = $101.43. Therefore, the profit earned is $127.30.
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true or false: the direct write-off method used in recording uncollectible accounts receivable allows the expense associated with bad debts always to be recorded in the accounting period in which the sale was made.
True, the direct write-off method used in recording uncollectible accounts receivable allows the expense associated with bad debts always to be recorded in the accounting period in which the sale was made.
This method is used when a specific customer account is deemed uncollectible, and the company writes off the amount owed as bad debt expense.
The expense is recorded in the same period in which the sale was made, which means that the income statement will reflect a decrease in revenue and an increase in expenses.
This method is simple and straightforward, but it can result in inconsistencies in financial statements and may not adhere to Generally Accepted Accounting Principles (GAAP).
As a result, most companies use the allowance method, which estimates uncollectible accounts and creates a reserve to cover potential losses, ensuring a more accurate representation of financial statements.
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The Pancake House did a brisk business on the weekend and the manager was always on the lookout for ways to improve the customer experience. He carefully tracked the number of customers that graced their establishment over the last four weekends. He was hopeful that he could forecast the number of customers that would come for the world's finest pancakes the next weekend.
Weekend 1 Weekend 2 Weekend 3 Weekend 4
Friday 131 216 286 355
Saturday 225 311 408 490
Sunday 166 249 330 415
Using the data in the table, first plot the data and comment on the appearance of the demand pattern. Then develop a forecast for weekend #5 that fits the data.
Based on the data provided, there is an increasing trend in the number of customers from Weekend 1 to Weekend 4, indicating a positive demand pattern.
The trend appears to be linear, with a steeper increase in customers on Saturdays compared to Fridays and Sundays.
To develop a forecast for Weekend #5, a linear regression model can be used to estimate the trend and predict future values. Using the data from Weekends 1-4, the regression equation is:
y = 82.25x + 60.5
where y is the number of customers and x is the weekend number (e.g. Weekend 1 = x1, Weekend 2 = x2, etc.).
Plugging in x5 (Weekend #5) into the equation, the forecasted number of customers is approximately 574. This forecast assumes that the trend will continue at the same rate as seen in the previous weekends. However, external factors such as weather or competing events could also impact customer demand.
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Rockhampton Ltd issues a 10-year zero-coupon bond for which investors are willing to pay $950. The yield to maturity for the bond is 6%. What is the unknown variable in valuing this bond?
PV
FV
r
CF
The unknown variable in this case is the face value (FV) of the bond, which is $1000.
How we calculate the unknown variable in valuing the bond?In order to value the bond, we need to use the formula for the present value of a bond:
PV = CF / (1 + r[tex])^n[/tex]
Where PV is the present value of the bond, CF is the cash flow (in this case, the face value of the bond), r is the yield to maturity, and n is the number of years until maturity.
Since this is a zero-coupon bond, the cash flow (CF) is equal to the face value of the bond. Therefore, we can rewrite the formula as:
PV = FV / (1 + r[tex])^n[/tex]
Where FV is the face value of the bond.
We are given that the bond has a face value of FV = $1000, a maturity of n = 10 years, and a yield to maturity of r = 6%. We are also given that investors are willing to pay $950 for the bond.
Substituting these values into the formula, we get:
$950 = $1000 / (1 + 0.06[tex])^1^0[/tex]
To solve for the unknown variable, we can rearrange the equation as:
$950 * (1 + 0.06[tex])^1^0[/tex] = $1000
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rejections are effective to terminate offers when they are: group of answer choices a. implied by gestures. b. received by the offeror. c. regretted by the offeree. d. all of the above.
d. all of the above.
An implied rejection by gestures, a rejection received by the offeror, and a regretted rejection by the offeree are all effective ways to terminate offers.
An implied rejection by gestures can include actions or behavior that convey the offeree's intent to reject the offer, such as shaking their head, crossing their arms, or walking away.
A rejection received by the offeror can be in the form of a written or oral communication explicitly stating that the offeree is declining the offer. A regretted rejection by the offeree may occur if the offeree changes their mind and decides to reject the offer after initially accepting it.
In all cases, the rejection serves as a clear indication that the offeree does not intend to be bound by the offer, and the offer is terminated as a result.
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Welstar Inc.'s bonds currently sell for $1,100 and have a par value of $1,000. They pay a $100 annual coupon and have a 15-year maturity, but they can be called in 10 years at $1,250. What is their yield to call /YTCY?
a. 9.95% b. 11.27% c. 07.14% d. 4.76% e. 5.87%
The yield to call (YTCY) is the rate of return that an investor would earn if they bought a bond and held it until it is called, assuming all coupon payments are made on time and reinvested at the same rate will be 11.27%. The correct option will be b). 11.27%
In this case, Welstar Inc.'s bonds can be called in 10 years at $1,250, which means the investor will receive the call price of $1,250 instead of the face value of $1,000. To calculate the YTCY, we need to find the rate that equates the present value of the bond's future cash flows to its current market price.
Using a financial calculator or Excel, we can input the following information:
N = 10 (number of years until the bond is called)
PV = -$1,100 (negative because it represents the price paid for the bond)
PMT = $100 (annual coupon payment)
FV = $1,250 (call price)
I/Y = ? (yield to call)
Then, we solve for I/Y, which gives us a YTCY of 11.27%. This means that an investor who buys the bond at the current market price of $1,100 and holds it until it is called in 10 years will earn an annualized rate of return of 11.27%. This is higher than the annual coupon rate of $100, reflecting the fact that the investor will receive a higher call price than the face value of the bond.
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a) Discuss FIVE (5) reasons on how financial intermediaries can improve the efficiency of financial markets. (10 marks) b) Explain the differences between maximising profits and maximising shareholders’ wealth. Justify which one should be the goal of financial management. (6 marks) c) Discuss any THREE (3) costs and THREE (3) benefits of operating business as a corporation. (9 marks)
a) Financial intermediaries can improve the efficiency of financial markets by:
Pooling and diversifying risks.
Providing liquidity to investors.
Reducing transaction costs.
Providing information to investors.
Matching borrowers with lenders.
b) Maximizing profits refers to the goal of maximizing the financial returns of the company, while maximizing shareholders' wealth refers to the goal of increasing the long-term value of the company's shares.
The latter is considered the better goal of financial management as it takes into account the interests of both the shareholders and the company's stakeholders, including employees, customers, and the wider community.
c) Costs of operating a corporation include:
High start-up and operational costs.
Increased regulation and legal requirements.
Potential for double taxation.
Benefits of operating a corporation include:
Limited liability for shareholders.
Ability to raise capital through the issuance of shares.
Perpetual existence and continuity of the business.
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You receive a 3-year $10,000 loan with an interest rate of 7% p.a., to be repaid in three annual installments. The loan requires that you make two equal total payments of $3,000 at t = 1 and t = 2, with the remaining loan balance paid at maturity. What is the total payment amount at t = 3, rounded to the nearest dollar?
The total loan payment amount at t=3 is $5,606.
In order to calculate the total payment amount, follow these steps:1: Calculate the loan balance after the first payment (t=1).
Loan balance = Principal + Interest - Payment
Loan balance = $10,000 + ($10,000 * 0.07) - $3,000
Loan balance = $10,000 + $700 - $3,000
Loan balance = $7,700
2: Calculate the loan balance after the second payment (t=2).
Loan balance = Principal + Interest - Payment
Loan balance = $7,700 + ($7,700 * 0.07) - $3,000
Loan balance = $7,700 + $539 - $3,000
Loan balance = $5,239
3: Calculate the total payment amount at t=3.
The remaining loan balance is to be paid at t=3, so the total payment amount at t=3 will include the principal and the interest accrued during the third year.
Total payment = Principal + Interest
Total payment = $5,239 + ($5,239 * 0.07)
Total payment = $5,239 + $366.73
Total payment = $5,605.73
Rounded to the nearest dollar, the total payment amount at t=3 is $5,606.
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chuck, a single taxpayer, earns $76,600 in taxable income and $11,700 in interest from an investment in city of heflin bonds. (use the u.s. tax rate schedule.) required: if chuck earns an additional $40,000 of taxable income, what is his marginal tax rate on this income? what is his marginal rate if, instead, he had $40,000 of additional deductions? note: for all requirements, do not round intermediate calculations. round percentage answers to 2 decimal places.
Chuck's marginal tax rate on the additional $40,000 of taxable income is 24%. Chuck's marginal tax rate with $40,000 of additional deductions is 12%.
To determine Chuck's marginal tax rate on the additional $40,000 of taxable income and the impact of $40,000 in additional deductions, we need to refer to the U.S. tax rate schedule.
First, let's determine Chuck's current tax bracket based on his taxable income of $76,600. According to the U.S. tax rate schedule for a single taxpayer, this falls within the 22% tax bracket (income between $40,526 and $86,375).
Next, let's calculate his new taxable income if he earns an additional $40,000. His new taxable income would be $76,600 + $40,000 = $116,600. With this new taxable income, Chuck moves into the 24% tax bracket (income between $86,376 and $164,925).
Now, we can determine his marginal tax rate on the additional $40,000 of taxable income. The marginal tax rate is the tax rate applied to the last dollar of income earned. In this case, it is 24%.
If Chuck had $40,000 in additional deductions instead, his new taxable income would be $76,600 - $40,000 = $36,600. In this scenario, he would fall within the 12% tax bracket (income between $9,951 and $40,525). Therefore, his marginal tax rate with the additional deductions would be 12%.
Hence, Chuck's marginal tax rate on the additional $40,000 of taxable income is 24% and with $40,000 of additional deductions is 12%.
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Astock recently pad a share dividend and they currently have a constant growth poly wehg 10 year. They will maintain the policy for the next 3 years The growth rate will fall down to your wer your perpetuty, from year to the growth rate is 39) R 15 Calculate the stock price
To calculate the stock price, we need to know the current dividend per share, the required rate of return, and the growth rate after year 3.
To calculate the stock price, we need to use the formula for the present value of a constant-growth stock:
Stock price = (Dividend per share / (Required rate of return - Growth rate))
Given that the company recently paid a share dividend, we can assume that the dividend per share is known. However, the question does not provide us with this information, so we cannot calculate the stock price.
We are given that the company has a constant growth policy with a 10-year horizon and that they will maintain the policy for the next 3 years. After that, the growth rate will fall down to the perpetual growth rate. The question also provides us with the growth rate for the first 10 years, which is 39%.
To calculate the stock price, we need to know the current dividend per share, the required rate of return, and the growth rate after year 3. Once we have this information, we can plug it into the formula and calculate the stock price.
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A stock has a required return of 13%; the risk-free rate is 6.5%; and the market risk premium is 5%. What is the stock's beta? Round your answer to two decimal places. If the market risk premium increased to 8%, what would happen to the stock's required rate of return? Assume that the risk-free rate and the beta remain unchanged. If the stock's beta is less than 1.0, then the change in required rate of return will be greater than the change in the market risk premium. If the stock's beta is greater than 1.0, then the change in required rate of return will be less than the change in the market risk premium. If the stock's beta is equal to 1.0, then the change in required rate of return will be greater than the change in the market risk premium. If the stock's beta is equal to 1.0, then the change in required rate of return will be less than the change in the market risk premium. If the stock's beta is greater than 1.0, then the change in required rate of return will be greater than the change in the market risk premium. New stock's required rate of return will be _____ %. Round your answer to two decimal places.
The stock's beta is 1.3 and an increase in the market risk premium to 8% will result in a new required rate of return of 16.9%.
What is the stock's beta and how will an increase in the market risk premium affect the stock's required rate of return?To find the stock's beta, we can use the Capital Asset Pricing Model (CAPM) formula:
Required Return = Risk-free Rate + (BetaˣMarket Risk Premium)
We are given the required return (13%), risk-free rate (6.5%), and market risk premium (5%). Plugging these values into the formula, we can solve for the stock's beta:
13% = 6.5% + (Betaˣ5%)
To isolate the beta, subtract 6.5% from both sides of the equation:
6.5% = Betaˣ 5%
Now, divide both sides by 5%:
Beta = 1.3
The stock's beta is 1.3, rounded to two decimal places.
Now, if the market risk premium increased to 8%, we can calculate the new required rate of return using the same formula and the same beta (1.3):
New Required Return = 6.5% + (1.3 ˣ 8%)
New Required Return = 6.5% + 10.4%
New Required Return = 16.9%
The new stock's required rate of return will be 16.9%, rounded to two decimal places.
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a company would like to invest in a capital budget project. in 40 years, the project will be worth $500,000 in today's dollars. how much should this company invest today, assuming an average inflation rate of 2% and a 10% annual return?
The company should invest approximately $87,890 today to yield a future value of $500,000 after 40 years, assuming an average inflation rate of 2% and a 10% annual return.
To determine how much the company should make investment today, we need to adjust the future value of the project to today's dollars by accounting for inflation.
Using the formula for present value, we can calculate that the company should invest approximately $87,890 today to yield a future value of $500,000 after 40 years, assuming an average inflation rate of 2% and a 10% annual return.
Therefore, in conclusion we can say that the company should be willing to invest $87,890 today to receive a return of $500,000 after 40 years, adjusted for inflation and factoring in the annual rate of return.
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a contract is: group of answer choices a. an agreement to do or not to do a certain thing. b. enforceable by the courts. c. both a and b. d. none of the above.
A contract is both a. an agreement to do or not to do a certain thing and b. enforceable by the courts. The correct answer is c. both a and b.
A contract is a legally binding agreement between two or more parties that creates obligations that are enforceable by law. It can be written or verbal and includes an offer, acceptance, consideration, and an intention to create legal relations. The purpose of a contract is to set out the terms of the agreement and ensure that all parties involved understand their rights and obligations. If one party breaches the contract, the other party can seek legal remedies through the court system.
Therefore, the correct answer is c. both a and b.
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Your company currently sells 11 million bike tires each year at a price of $18 per tire. It is about to introduce a new tire, and it forecasts annual sales of 18 million of these improved tires at a price of $24 each. However, demand for the old tire will decrease, and sales of the old tire are expected to fall to 4 million per year (note, this says "fall TO 4 million per year," not "fall BY."). The old tire costs $5 each to manufacture, and the new ones will cost $8 each to make. What is the proper annual cash flow to use to evaluate the present value of the introduction of the new tire? (Hint: Realized cash inflows from new tire sales minus unrealized cash inflows from old tire sales.) You may ignore any effect from taxes (or assume the corporate tax rate is 0). Answer in $MILLION but without the dollar sign (e.g., "10.2" means $10.2 million dollars)
To evaluate the present value of the introduction of the new tire, we need to calculate net annual cash flow, which is difference between the cash inflows from sale of new tire, annual cash flow to use to evaluate the present value of the introduction of the new tire is $271 million.
The cash inflows from the sale of the new tire can be calculated as follows: New tire revenue = 18 million x $24 = $432 million New tire costs = 18 million x $8 = $144 million Consequently, the net cash inflow from the sale of the new tire is: New tire net cash inflow = $432 million - $144 million = $288 million
The cash outflows from the decrease in sales of the old tire can be calculated as follows: Old tire revenue = 4 million x $18 = $72 million Old tire costs = 11 million x $5 = $55 million. Consequently, the net cash inflow from the sale of the old tire is:
Old tire net cash inflow = $72 million - $55 million = $17 million Therefore, the proper annual cash flow to use to evaluate the present value of the introduction of the new tire is: Net cash flow = New tire net cash inflow - Old tire net cash inflo Net cash flow = $288 million - $17 million = $271 million
Thus, the annual cash flow to use to evaluate the present value of the introduction of the new tire is $271 million.
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the ________ is a special type of corporation where profits are distributed to stockholders and taxed as personal income.
A C-corporation is a type of corporation that is recognized as a separate legal entity from its owners and is taxed separately from its owners.
This type of corporation is the most common type of business structure for larger companies and allows for profits to be distributed to the owners, or stockholders, as dividends, which are then taxed as personal income.
C-corporations can offer more flexibility when it comes to the number of shareholders and types of stocks that can be issued, as well as a wider range of deductions and credits.
They can also have multiple classes of stocks, which can be beneficial to companies that want to reward certain shareholders with different rights and privileges.
The main downside of C-corporations is that they are subject to double taxation, meaning that profits are taxed at both the corporate level and the individual level.
This can result in a larger tax bill for the company and its owners than other types of corporations. Additionally, C-corporations are subject to more complicated reporting requirements than other types of corporations, making them more difficult to manage.
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Explain what is a 'political Business Cycle'. Does it apply nowas the Fed is trying to raise the overnight lending rate insuccessive stages?
A political business cycle refers to the phenomenon where politicians manipulate economic policies in order to influence voters and improve their chances of winning elections.
What's political business cycleThis often involves implementing expansionary policies such as increased government spending or lower interest rates in the lead up to elections to boost economic growth and reduce unemployment. However, these policies may lead to higher inflation and economic instability in the long run.
As the Fed is currently trying to raise the overnight lending rate in successive stages, it may not necessarily be influenced by the political business cycle.
The Fed's decision to raise interest rates is based on their assessment of the current state of the economy and their goals for maintaining stable prices and maximum employment.
While politicians may have their own preferences for the direction of interest rates, the Fed is an independent institution that makes its decisions based on economic data and analysis.
However, political pressure could still potentially impact the Fed's decision-making process.
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What differentiates a dividend reinvestment plan from a stock dividend?
a) A dividend reinvestment plan allows investors to use dividends to buy new shares, while a stock dividend is a dividend paid in additional shares.
b) Stock dividends are voluntary whereas a dividend reinvestment plan is mandatory.
c) A dividend reinvestment plan allows shareholders to buy additional shares at a discount, whereas with a stock dividend shareholders receive no discount.
d) Stock dividends allow shareholders to purchase additional shares with their dividends at a special discount, whereas a dividend reinvestment plan allows shareholders to purchase shares at the market price.
The correct answer is a) A dividend reinvestment plan allows investors to use dividends to buy new shares, while a stock dividend is a dividend paid in additional shares.
A dividend reinvestment plan (DRIP) is a program offered by some companies that allows investors to automatically use their dividends to purchase additional shares of the company's stock. This is a convenient way for investors to reinvest their dividends and potentially increase their holdings in the company over time.
On the other hand, a stock dividend is a dividend paid in additional shares of the company's stock.
For example, if a company issues a 10% stock dividend, shareholders would receive 10 additional shares for every 100 shares they already own. Stock dividends are usually issued when a company wants to reward its shareholders without using its cash reserves. Therefore, the key difference between a dividend reinvestment plan and a stock dividend is that a DRIP allows investors to use their dividends to buy new shares, while a stock dividend is a dividend paid in additional shares.
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a tax designed to reduce the disparities in wealth between the rich and poor is called a(n)
A tax designed to reduce the disparities in wealth between the rich and poor is called a progressive tax.
In a progressive tax system, the tax rate increases as the income of the taxpayer increases. This means that those with higher incomes pay a higher percentage of their income in taxes than those with lower incomes.
Progressive taxes are often used by governments as a way to redistribute wealth and reduce income inequality. The idea behind progressive taxation is that those who can afford to pay more should pay more, while those who have less should pay less. This can help to reduce poverty and increase social welfare.
However, progressive taxation can also have negative effects. Some argue that it can reduce incentives to work and invest, as those who earn more may be disincentivized to earn more due to higher tax rates. Additionally, it can be difficult to determine the appropriate tax rates and thresholds for a progressive tax system, and there may be concerns about tax evasion and avoidance.
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A tax designed to reduce the disparities in wealth between the rich and poor is called a progressive tax.
In a progressive tax system, the tax rate rises as the amount subject to taxation rises. In other words, the amount of income that is subject to tax rises in proportion to an individual's income. This can serve to lessen the wealth gaps between the rich and the poor since people with higher earnings will be required to pay a bigger percentage of their income in taxes than people with lower incomes. Governments frequently utilize progressive taxation to pay for social welfare programs and to transfer wealth to the poor.
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A U-Print store requires a new photocopier A Sonapanic copier with a four-year service life costs $40.000 and will generate an annual profit of $16,500. A higher speed Xorex copier with a five-year service life costs $57000 and will return an annual profit of $19.500 Neither copier will have significant salvage value.If U Print's cost of capital is 6%, which model should be purchased?
Using the Net Present Value method, the U-Print store should purchase the Xorex copier (as it has a higher NPV value).
To determine which photocopier model U-Print should purchase, we need to calculate the Net Present Value (NPV) of each option using the given cost of capital and annual profits. It is given that:
Sonapanic copier:
Initial cost: $40,000
Annual profit: $16,500
Service life: 4 years
Cost of capital: 6%
Xorex copier:
Initial cost: $57,000
Annual profit: $19,500
Service life: 5 years
Cost of capital: 6%
1: Calculate the NPV for each option.
Formula: NPV = Σ [(Cash Flow / (1 + Cost of Capital)^Year)] - Initial Cost
2: Calculate the NPV for Sonapanic copier.
NPV_Sonapanic = (16500 / (1 + 0.06)^1) + (16500 / (1 + 0.06)^2) + (16500 / (1 + 0.06)^3) + (16500 / (1 + 0.06)^4) - 40000
NPV_Sonapanic = $16,153.64 (rounded to 2 decimal places)
3: Calculate the NPV for Xorex copier.
NPV_Xorex = (19500 / (1 + 0.06)^1) + (19500 / (1 + 0.06)^2) + (19500 / (1 + 0.06)^3) + (19500 / (1 + 0.06)^4) + (19500 / (1 + 0.06)^5) - 57000
NPV_Xorex = $18,900.93 (rounded to 2 decimal places)
Based on the calculated NPVs, U-Print should purchase the Xorex copier because it has a higher NPV of $18,900.93, compared to the Sonapanic copier's NPV of $16,153.64.
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what is the present value of a stream of 5 end-of-year annual cash receipts of $500 given a discount rate of 14%?
The present value of a stream of 5 end-of-year annual cash receipts of $500, given a discount rate of 14%, is approximately $1,716.05.
To calculate the present value of a stream of 5 end-of-year annual cash receipts of $500, given a discount rate of 14%, you can use the present value of an annuity formula.
Step 1: Identify the variables:
Cash receipt amount (C) = $500
Discount rate (r) = 0.14 (or 14%)
Number of years (n) = 5
Step 2: Use the present value of an annuity formula:
PV = C * [(1 - (1 + r)^-n) / r]
Step 3: Plug the variables into the formula:
PV = $500 * [(1 - (1 + 0.14)^-5) / 0.14]
Step 4: Calculate the present value:
PV = $500 * [(1 - (1.14)^-5) / 0.14]
PV = $500 * [(1 - 0.5195) / 0.14]
PV = $500 * [0.4805 / 0.14]
PV = $500 * 3.4321
Step 5: Determine the final present value:
PV = $1716.05
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suppose that interest rates increase. assuming all other parameters that impact the price of bonds and stocks remain constant, what would you expect to happen to bond and stock prices? a. bond prices would increase and stock prices would decrease. b. bond prices would decrease and stock prices would decrease. c. bond prices would decrease and stock prices would increase. d. bond prices would increase and stock prices would increase. e. stock prices would increase. more information would be needed to determine the impact on bond prices
Assuming all other parameters that impact the price of bonds and stocks remain constant, if interest rates increase, bond prices would decrease and stock prices would decrease. Therefore, the correct answer is b.
Bond prices and stock prices have an inverse relationship with interest rates.
When interest rates increase, bond prices decrease because newly issued bonds offer higher yields than older bonds, making the older bonds less attractive.
The decrease in bond prices also leads to a decrease in stock prices because investors may switch from stocks to bonds to take advantage of higher yields.
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Ace Development Company is trying to structure a loan with the First National Bank. Ace would like to purchase a property for $3.75 million. The property is projected to produce a first year NOI of $155,000. The lender will allow only up to an 80 percent loan on the property and requires a DCR in the first year of at least 1.25. All loan payments are to be made monthly but will increase by 3.5 percent at the beginning of each year for five years. The contract rate of interest on the loan is 5.5 percent. The lender is willing to allow the loan to negatively amortize; however, the loan will mature at the end of the five-year period.
Required:
a. What will the balloon payment be at the end of the fifth year?
b. If the property value does not change, what will the loan-to-value ratio be at the end of the five-year period?
a. To find the balloon payment at the end of the fifth year, we need to first calculate the loan amount. This means that the loan balance will be 2.45 times the value of the property, which is a high LTV ratio and indicates a high level of risk for the lender.
Since the lender will allow up to an 80 percent loan on the property, the maximum loan Ace can get is:
Loan amount = 80% of purchase price = 0.8 x $3.75 million = $3 million. Next, we need to find the monthly payment on the loan, which will increase by 3.5 percent at the beginning of each year for five years. We can use the loan constant formula to calculate the monthly payment: Loan constant = Annual debt service / Loan amount
To find the annual debt service, we need to first calculate the first year's net operating income (NOI): NOI = $155,000. Next, we can use the debt coverage ratio (DCR) formula to find the maximum amount of debt service the property can support in the first year: DCR = Net operating income / Debt service 1.25 = $155,000 / Debt service
Debt service = $124,000
To find the loan constant, we can use a financial calculator or a loan constant table: Loan constant = 0.0457 (for a 5.5% interest rate and a 25-year amortization)
Monthly payment = Loan constant x Loan amount
Monthly payment = 0.0457 x $3 million = $137,100
At the end of the fifth year, the loan will have a balance of:
Loan balance = Loan amount + Total interest over five years
Loan balance = $3 million + ($137,100 x 12 months x 5 years) = $9,174,000
Therefore, the balloon payment at the end of the fifth year will be:
Balloon payment = Loan balance - Monthly payments for the fifth year
Balloon payment = $9,174,000 - ($137,100 x 12 months) = $7,954,800
b. If the property value does not change over the five-year period, the loan-to-value (LTV) ratio at the end of the period will be: LTV ratio = Loan balance / Property value. LTV ratio = $9,174,000 / $3.75 million = 2.45
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Innovation Company is thinking about marketing a new software product. Upfront costs to market and develop the product are
$4.98
million. The product is expected to generate profits of
$1.13
million per year for ten years. The company will have to provide product support expected to cost
$97,000
per year in perpetuity. Assume all profits and expenses occur at the end of the year.a. What is the NPV of this investment if the cost of capital is
5.6%?
The NPV of this investment is $1.27 million when the cost of capital is 5.6%.
To calculate the NPV of this investment, we need to discount the expected cash flows (profits and expenses) back to their present value using the cost of capital of 5.6%.
The formula for NPV is: NPV = -Initial Investment + PV of Expected Cash Flow.Where: Initial Investment = $4.98 million ,PV = Present Value
First, let's calculate the present value of the expected profits over the ten-year period: PV of Profits = Σ (Profits / (1 + r)^t)where: Profits = $1.13 million ,r = 5.6% ,t = year of cash flow
PV of Profits = ($1.13 million / (1 + 0.056)^1) + ($1.13 million / (1 + 0.056)^2) + ... + ($1.13 million / (1 + 0.056)^10) ,PV of Profits = $7.98 million .Next, let's calculate the present value of the perpetual product support expense: PV of Product Support = Product Support Expense / r where: Product Support Expense = $97,000 ,r = 5.6%
PV of Product Support = $1.73 million .Now we can calculate the NPV: NPV = -$4.98 million + $7.98 million - $1.73 million .NPV = $1.27 million
Therefore, the NPV of this investment is $1.27 million when the cost of capital is 5.6%. This means that the investment is expected to generate positive returns and is therefore a worthwhile investment.
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The informational content of dividends refers to a link between dividends and future earnings. In other words, investors view a change in dividends, up or down, as a signal that management expects future earnings to change in the same direction.
Select one:
True
False
The statement is true because the informational content of dividends theory suggests that changes in dividends (increase or decrease) can provide information to investors about the future prospects of a company.
The informational content of dividends refers to the idea that changes in dividends can convey valuable information about the company's future prospects. For example, if a company increases its dividend payment, it may signal that management is confident in the company's future earnings potential and expects that it will continue to generate strong cash flows.
On the other hand, if a company decreases or eliminates its dividend payment, it may signal that the company is experiencing financial difficulties or expects lower future earnings potential. This can cause investors to become concerned about the company's future prospects, leading to a decrease in demand for the company's stock and a decrease in its share price.
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assets a, b, and c have an fmv of $20,000, $30,000, and $50,000. if a taxpayer pays $110,000 for all of them in a lump-sum transaction, then what amount is asset a's basis:
Asset A's basis can be calculated by multiplying the FMV of asset A by the ratio of its FMV to the total FMV of all assets purchased. In this case, the total FMV of assets A, B, and C is $100,000 ($20,000 + $30,000 + $50,000), and asset A's FMV is $20,000. Therefore, the ratio of asset A's FMV to the total FMV is 0.2 ($20,000 / $100,000).
Next, the taxpayer's cost of all the assets ($110,000) is multiplied by the ratio to determine the basis of asset A. Using the ratio of 0.2, the basis of asset A is $22,000 ($110,000 x 0.2).
This method of calculating basis is known as the "proportional basis" or "cost allocation" method. It is used when multiple assets are purchased in a lump-sum transaction and the taxpayer needs to allocate the total cost among the individual assets for tax purposes.
It's important to note that basis is a key component in calculating gains or losses when selling an asset, so accurately determining basis is crucial for tax planning and reporting purposes.
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Compare the financial fates of two workers. (Round all finalanswers to the nearest DOLLAR.)WORKER A starts to save money early forretirement and puts away $300 a month in a retirement accountpayinCompare the financial fates of two workers. (Round all final answers to the nearest DOLLAR.) WORKER A starts to save money early for retirement and puts away $300 a month in a retirement account payin g on average 8.5% for 45 years. WORKER B starts late and puts away $1,500 a month for 10 years in an account paying 8.5%. WORKER A: FUTURE VALUE Total Contribution= Interest WORKER B: FUTURE VALUE Total Contribution- Interest
The financial fates are: WORKER A: FUTURE VALUE = $3,066,000 Total Contribution = $216,000, WORKER B: FUTURE VALUE = $2,085,000 Total Contribution = $180,000.
What is financial fates?Financial fates is a term used to refer to the future of a company’s financial state. This can include the company’s financial health, performance, and ability to meet obligations such as debt payments. Companies can have good or bad financial fates, and it is important for those in the corporate and finance industries to be aware of these changes in order to make informed decisions.
In total, Worker A has contributed $216,000 and earned an interest of $2,850,000, resulting in a future value of $3,066,000. On the other hand, Worker B, who has saved for a shorter period of time and contributed less money, has a future value of $2,085,000. This is because Worker B has only contributed $180,000 and earned an interest of $1,905,000. The difference in the future values of the two workers is $981,000.
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when a binding price floor is imposed on a market to benefit sellers, a. every seller in the market benefits. b. every seller who wants to sell the good will be able to do so, but only if he appeals to the personal biases of the buyers. c. some sellers will not be able to sell any amount of the good. d. all buyers and sellers benefit.
When a binding price floor is imposed on a market to benefit sellers is C. Some sellers will not be able to sell any amount of the good.
A binding price floor is a minimum price set by the government or regulatory authority, above the equilibrium price. The intention behind setting a price floor is to protect sellers from receiving unfairly low compensation for their goods or services.
However, this policy can lead to unintended consequences. By artificially raising the price above the equilibrium level, the quantity supplied often exceeds the quantity demanded, resulting in a surplus of the good. This surplus implies that not all sellers will be able to find buyers for their products at the mandated price. Consequently, some sellers will be left with unsold goods, even though they are willing to participate in the market.
While the binding price floor may benefit some sellers by ensuring a higher minimum price for their goods, it does not guarantee that every seller will be able to sell their products. Moreover, this policy does not necessarily benefit buyers, as they may face higher prices and limited choices in the market. In conclusion, although a binding price floor aims to protect sellers, it may lead to market inefficiencies and adversely affect some sellers and buyers in the process. Therefore, the correct option is C.
The question was incomplete, Find the full content below:
when a binding price floor is imposed on a market to benefit sellers,
a. every seller in the market benefits.
b. every seller who wants to sell the good will be able to do so, but only if he appeals to the personal biases of the buyers.
c. some sellers will not be able to sell any amount of the good.
d. all buyers and sellers benefit.
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effective boundaries and constraints group of answer choices tend to inhibit efficiency and effectiveness. distract employees who are trying to focus on organizational priorities. minimize improper and unethical conduct. tend to limit organizational growth.
Effective boundaries and constraints c. minimize improper and unethical conduct.
An activity that someone exhibits that is contrary to how that person would normally conduct in such circumstances is referred to as unethical conduct. Organizations can reduce inappropriate and unethical conduct by establishing clear norms for behaviour and decision-making with the aid of effective limits and restrictions. Codes of conduct, ethical standards, compliance rules, and legal requirements are a few examples of these restraints and limitations.
Organizations may cultivate a culture of ethical behavior and lower the likelihood of misbehavior or infractions by establishing these clear standards and restrictions. While restrictions and limitations may increase administrative work, they can eventually aid in ensuring the organisation's long-term success and viability.
Complete Question:
Effective boundaries and constraints
a. tend to inhibit efficiency and effectiveness.
b. distract employees who are trying to focus on organizational priorities.
c. minimize improper and unethical conduct.
d. tend to limit organizational growth.
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Consider five different types of investors: 1. An accredited investor looking to beat the market returns without prescribed constraints.
2. A pension fund planning to hedge its long-term liabilities with safe fixed- income assets.
3. A corporate placing its excess cash for 2 months at better rates than a bank account.
4. A young investor with long-term return objectives and comfortable to take some risk.
5. A fund looking to diversify from traditional assets and get exposure to tech start- ups. (b) Discuss an adequate mutual fund investment style for each of the above investors. (10 marks)
Here are some potential mutual fund investment styles for each of the investors:
An accredited investor looking to beat the market returns without prescribed constraints: An actively managed growth mutual fund that invests in high-growth stocks with high price-earnings ratios.A pension fund planning to hedge its long-term liabilities with safe fixed-income assets: A passively managed bond index fund that tracks a broad-based bond index with low fees.A corporate placing its excess cash for 2 months at better rates than a bank account: A money market mutual fund that invests in short-term, high-quality debt securities with low risk and liquidity.A young investor with long-term return objectives and comfortable to take some risk: An aggressive growth mutual fund that invests in small-cap and mid-cap growth stocks with high potential for capital appreciation.A fund looking to diversify from traditional assets and get exposure to tech start-ups: A venture capital mutual fund that invests in privately held technology start-ups with high potential for growth and innovation.Learn more about investment styles
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Complete Question:
Consider five different types of investors:
An accredited investor looking to beat the market returns without prescribed constraints.A pension fund planning to hedge its long-term liabilities with safe fixed-income assets.A corporate placing its excess cash for 2 months at better rates than a bank account.A young investor with long-term return objectives and comfortable taking some risk.A fund looking to diversify from traditional assets and get exposure to tech startups.For each investor, discuss an adequate mutual fund investment style.
Issue 1 Identify important differences between section 11(e) and section 120. (8) Issue 2 Khulula Katz (Pty) Ltd (hereafter Khulula Katz) (a VAT vendor) manufacture heaters and air conditioners. This is not a small business corporation as defined in the Act. The following information relates to the capital or fixed assets held during the current year of assessment ending March 2022. Cost price including VAT R 1. Manufacturing building (erection commenced 1 August 1999 and it was brought into use 1 February 2000) 1,150,000 2. Manufacturing machine ZZC, purchased new 31 October 2021 230,000 3. Manufacturing machine ZZB, purchased second-hand 1 August 402.500 2021 4. Manufacturing machine ZZA, purchased second-hand 31 287,500 September 2010 5. Delivery vehicle A, purchased on 1 December 2021 115,000 6. A printer was purchased on 1 October 2021 4.800 All assets were brought into use on the dates on which they were purchased: SARS accepts the following write off periods in accordance with Interpretation Note 47: Vehicles: five years Computers equipment: three years You are required to: Calculate Khulula Katz (Pty) Ltd's capital allowances for the current year of assessment ending 31 March. Show all your workings as marks will be awarded (14) =
Total capital allowances for Khulula Katz (Pty) Ltd for the current year of assessment ending March 31 were: R46,000 + R80,500 + R57,500 + R23,000 + R1,600 = R208,600.
Issue 1: The important differences between Section 11(e) and Section 12 are as follows:
1. Section 11(e) deals with deductions for the wear and tear or depreciation of assets used in the production of income, while Section 12 deals with capital allowances for certain depreciable assets, such as manufacturing equipment, small business corporations' assets, and research and development assets.
2. Section 11(e) allows a deduction for the cost of an asset over its useful life, while Section 12 provides for specific allowances (e.g., accelerated depreciation) for qualifying assets.
Issue 2: To calculate Khulula Katz (Pty) Ltd's capital allowances for the current year of assessment ending 31 March, consider the following assets and their respective write-off periods:
1. Manufacturing machine ZZC: New, purchased for R230,000 on 31 October 2021. Write-off period: 5 years
Annual allowance: R230,000 / 5 = R46,000
2. Manufacturing machine ZZB: Second-hand, purchased for R402,500 on 1 August 2021. Write-off period: 5 years
Annual allowance: R402,500 / 5 = R80,500
3. Manufacturing machine ZZA: Second-hand, purchased for R287,500 on 31 September 2010. Write-off period: 5 years
Annual allowance: R287,500 / 5 = R57,500
4. Delivery vehicle A: Purchased for R115,000 on 1 December 2021. Write-off period: 5 years
Annual allowance: R115,000 / 5 = R23,000
5. Printer: Purchased for R4,800 on 1 October 2021. Write-off period: 3 years
Annual allowance: R4,800 / 3 = R1,600
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