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Ksivusya [100]
4 years ago
15

Last year Harrington Inc. had sales of $325,000 and a net income of $19,000, and its year-end assets were $250,000. The firm’s t

otal-debt-to-total-capital ratio was 45.0%. The firm finances using only debt and common equity and its total assets equal total invested capital. Based on the DuPont equation, what was the ROE?
DuPont equation: ROE = profit margin * total asset turnover * equity multiplier
ROE = (NI / Sales) * (Sales / Total assets) * (Total assets / Total common equity)
Business
1 answer:
posledela4 years ago
5 0

Answer:

Based on the DuPont equation and given information, ROE of Harrington Inc is 13.818%.

Explanation:

We have to find the total equity and total debt of Harrington Inc in order to apply the DuPont equation for finding ROE because net income, sales of Harrington Inc. are already given.

- To find Harrington Inc's total debt, apply the Debt-to-capital formula: The Harrington Inc's total debt/The Harrington Inc's total capital = 45% =>  Harrington Inc's total debt = The Harrington Inc's total capital * 45% = $250,000 x 45% = $112,500;

- To find Harrington Inc's total equity, apply the accounting equation Asset = Liabilities + Owner's Equity: The Harrington Inc's total equity = The Harrington Inc's total asset - The Harrington Inc's total debt = $250,000 - $112,500 = $137,500;

- Using the Dupont equation, calculate the ROE as followed:

(NI/Sales)* (Sales/ Total assets) * (Total assets/ Total common equity) = (19,000/325,000) * ( 325,000/ 250,000) * (250,000/137,500) = 13.818%.

- Thus, the ROE = 13.818%.

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3 years ago
Doyle Company issued $360,000 of 10-year, 8 percent bonds on January 1, Year 2. The bonds were issued at face value. Interest is
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The balance of the equation at end of year 2 is$388,800

The balance of the equation at end of year 3 is   $417,600

Explanation:

                           Assets                        =Liabilities          +shareholders' equity

                    Land +cash                           Bonds payable     retained earnings

1/1/year 2                   $360,000                  =$360,000

1/1/year 2 $360,000 ($360,000)                

31/12/year2                $53,500                         =                                     $53,500

31/12/year2              ($28,800)                      =                                      ($28,800)                          

Balance                              $388,800          =                                       $388,800

Opening balance                $388,800=                                              $388,800

31/12/year3                            $53,500=                                               $53,500

31/12/year3                           ($28,800)=                                              ($28,800)                                

Balance                               $ 417,600                                                $417,600

                                             

The interest on bond=$360,000*8%=$28,800

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Explanation:

a) System Development is a process that follows a system development life cycle (SDLC) methodology and involves these seven stages: requirement analysis, system analysis, system design, development or programming, testing, implementation and documentation, and evaluation and support.

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Answer:

The euro return to investing directly in euros is 180 5% 10% 360   = ×  ÷   , so the euros available in 180 days is EUR10,000,000 × 1.05 = EUR10,500,000. Alternatively, the EUR10,000,000 can be converted into Swiss francs at the spot rate of EUR1.1960/CHF. The Swiss francs purchased would equal EUR10,000,000 / EUR1.1960/CHF = CHF8,361,204. This amount of Swiss francs can be invested to provide a 180 4% 8% 360   = ×  ÷   return over the next 180 days. Hence, interest plus principal on the Swiss francs is CHF8,361,204 × 1.04 = CHF8,695,652. If we sell this amount of Swiss francs forward for euros at the 180-day forward rate of EUR1.2024/CHF, we get a euro

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return of CHF8,695,652 ×EUR1.2024/CHF = EUR10,455,652. This is less than the return from investing directly in euros.If these were the actual market prices, you should expect investors to do covered interest arbitrages. Investors would borrow Swiss francs, which would tend to drive the CHF interest rate up; they would sell the Swiss francs for euros in the spot foreign exchange market, which would tend to lower the spot rate of EUR/CHF; they would deposit euros.

Explanation:

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