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To live comfortably in retirement, you decide you will need to save $2 million by the time you are 65 (you are 30 years old today)
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To live comfortably in retirement, you decide you will need to save $2 million by the time you are 65 (you are 30 years old today). You will start a new retirement savings account today and contribute the same amount of money on every birthday up to and including your 65th birthday. Using TVM principles, how much must you set aside each year to make sure that you hit your target goal if the interest rate is 5%? What flaws might exist in your calculations, and what variables could lead to different outcomes? What actions could you take ensure you reach your target goal?
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Financial ratios are essential to provide an accurate valuation of a firm. Select a publicly traded firm of your choice. Select one ratio each in the areas of (a) performance, (b) activity, (c) financing, and (d) liquidity warnings. Provide an evaluation of the selected firm's strengths and weaknesses. Based on the ratios you selected, how well does your chosen firm perform? Explain.
Expert Solution
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1. Future Value Annuity = C x [(1+i)^n-1/i]
Here, C = Cash Flow
i = Interest
n = no. of payments
As per question, Future Value of Annuity = $ 2 Million after 65 years of age
i = 5% p.a
n = 65 - 30 = 35 Payments
So, $2,000,000 =x[ (1.05)^35-1]/0.05
x = $2,000,000/90.32031
x = $22143.41 per year
Hence, I will have to invest $22143.41 every year from age of 30 till 65
2. The major flaws are (i) 5% coupon rate cannot be same every year, there can be different economic factors in the country which can lead to changes in coupon rate every year (ii) Every year, Savings cannot be stable being a long period of 35 Years.
3. The course of action to ensure the target goal shall be to ensure minimum savings required to reach the goal, more savings if interest falls down in any year & stable savings if the interest rate is more.
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Firm: We consider the McDonald's Corporation and their financial statements are taken from their respective web sites.
a) Performance Ratio:
These proportions uncover execution of a firm in its business for a given time frame. These proportions measure profitability of an organization and furthermore known as - Profitability Ratios: The proportions identified with this are Gross Profit Margin, Operating Profit Margin, ROE and ROA
Operating Profit Margin = Operating Profit/Revenue
=7,145,500/25,413,000
Operating Profit Margin = 0.2811749 or 28.11749%
This proportion discloses to us that McDonald's is winning 28.11749% of the benefit, which is a decent rate.
b) Activity Ratio:
These proportions are utilized to quantify by and large the effectiveness of a firm in using its advantages. The proportions relating are Asset Turn over Ratio, Inventory Turn over Ratio, Receivables Turnover Ratio, Payables Turnover Ratio.
Total Asset Turnover = Revenue/Total Assets
= 25,413,000/37,938,700
Total Asset Turnover = 0.6698437
This proportion uncovers that McDonald's is creating $0.6698 of income for even/$1 of advantages.
c) Financing Ratio:
These proportions talk about the aggregate obligation inferred by a firm over its value. These proportions are otherwise called Solvency Ratios and give an understanding of company's capital structure. The proportions are Debt-Equity Ratio, Debt Ratio, Debt-to-resources proportion and Interest inclusion proportion.
Debt Ratio = Total Liabilities/Total Assets
= 30,850,800/37,938,700
Debt Ratio = 0.8131749
This proportion reveals to us that McDonald's has 81.31749% of obligation in its aggregate resources. Such a dimension of obligation isn't alluring. In any case, to discover genuine picture, we should more delve in to accounting report and examine what all liabilities depend on.
d) Liquidity Ratios:
These proportions estimate an association's capacity to meet its short term liabilities. The proportions are Current Ratio, Quick Ratio, Cash Ratio.
Current Ratio = Current Assets/Current Liabilities
= 9,643,000/2,950,450
Current Ratio = 3.268315
The present proportion of 3.268315 implies that McDonald's has $3.268315 to pay $1 of obligation, which is a decent figure.
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