Q1 From the following data calculate price index number for current year as 2021 a) Laspeyre's method b) Paache's method c) Marshall Edgeworth method d) Fisher's ideal method 2019 2021 Items Quantity KG 15 20 Quantity kG 10 Price MVR Price MVR Rice Meat 4 3 25 4 Flour 10 20 5 Sugar 30 5 25 5
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- Given the following yearly percentage price changes for 3 market indexes. Compute the Covariance of PSEI & SSE; SSE & RUSSELL 100 Year PSEI SSE RUSSELL 100 1 0.03 0.02 0.04 2 0.07 0.06 0.1 3 -0.02 -0.01 -0.04 4 0.01 0.03 0.03 5 0.05 0.04 0.11 6 0.07 0.06 0.1 7 -0.02 -0.01 -0.04 8 0.01 0.03 0.03 9 0.05 0.04 0.11 10 -0.06 -0.04 -0.08The following information is available for the price of materials used at P Co. Laspeyre index for price in 20X5 (with base year of 20X0) 150.0 Corresponding Paasche index 138.24 What is Fisher's ideal index?Qw.02. Compute trend percents for the following accounts using 2020 as the base year. For each of the three accounts, state whether the situation as revealed by the trend percents appears to be favourable or unfavourable Sales Cost of goods sold Accounts receivable Numerator: 2024: 2023: Numerator: 2024 $ 463,414 234,107 22,522 2024: 2023: 2022: 2021: 2020: Is the trend percent for Net Sales favourable or unfavourable? Numerator: I 1 1 1 Trend Percent for Net Sales: 2023 $ 306,897 155,099 17,861 1 1 1 I 1 2022 2021 $ 249,510 $ 175,095 128,255 89,348 10,226 17,042 Trend Percent for Cost of Goods Sold: Denominator: 2024: 2023: 2022: 2021: 2020: Is the trend percent for Cost of Goods Sold favourable or unfavourable? 7 Denominator: 7 1 Trend Percent for Accounts Receivable: Denominator: 2022: 2021: 2020: Is the trend percent for Accounts Receivable favourable or unfavourable? = E # = S U = E = = 2020 $ 129,700 64,850 8,871 Trend percent Trend percent Trend percent 1% %6 % % % % 196 196 56…
- Compute trend percents for the following accounts using 2020 as the base year. For each of the three accounts, state whether the situation as revealed by the trend percents appears to be favourable or unfavourable. 2024 2023 2022 2021 2020 Sales $ 521,076 $ 338,361 $ 275,090 $ 187,136 $ 137,600 Cost of goods sold 273,410 177,598 146,097 98,861 71,552 Accounts receivable 25,324 19,760 18,871 10,985 9,412In 2020, price index is 135.4 and in 2021 price index is 145.2.What is the inflation rate? Select one: a. 107.24% b. -6.75% c. 7.24% d. 9.80%Calculate the standard deviation for the following returns: Year 2017 2018 2019 2020 Return 12.03% -8.24% 1.34% 4.55% Group of answer choices 8.4% 8.1% 7.6% 7.3%
- Show the monthly return of the company and S&P 500 in the same graph. What is your interruption interpretation of the change of return of the company comparing with the market index? Calculate the monthly standard deviation and return for both the company and S&P 500. What is your interruption of the risk and return of the company comparing with the market index? S&P 500 last 6 months : Date Open High Low Close* Adj. close** Volume 01 Apr 2022 4,540.32 4,593.45 4,381.34 4,392.59 4,392.59 37,024,560,000 01 Mar 2022 4,363.14 4,637.30 4,157.87 4,530.41 4,530.41 100,978,320,000 01 Feb 2022 4,519.57 4,595.31 4,114.65 4,373.94 4,373.94 73,167,790,000 01 Jan 2022 4,778.14 4,818.62 4,222.62 4,515.55 4,515.55 73,279,440,000 01 Dec 2021 4,602.82 4,808.93 4,495.12 4,766.18 4,766.18 68,699,830,000…Q9 to Q10 below is based on the following information.Current Stock Price (S0) 80Strike/Exercise Price (K) 75Time to Maturity (T) of 1 year 1Risk-free Rate (r) 0.04Volatility 40%N(d1) 0.6777N(d2) 0.5245N(d1) 0.3223N(d2) 0.4755 Q9. Based on the above information and the Black-Scholes-Merton model, which of thefollowing is the correct Delta () of the European Put option?(A) 0.6777 (positive)(B) 0.5245 (positive)(C) -0.6777 (negative)(D) -0.3223 (negative)Answer: _______________ Q10. Based on the above information and the Black-Scholes-Merton model, which ofthe following is closest to the correct no-arbitrage Put Option price?(A) 8.4852(B) 16.4259(C) 11.3392(D) -16.4259Answer: _______________Accessibility tab summary: Given information for this question is presented in rows 2 through 10. Requirement information is presented in rows 12 through 20. Market Data Return Standard Deviation Beta Market Data 0.120 0.200 1.000 Risk-Free Rate 0.025 0.000 0.000 Company Data A B C Alpha 0.015 0.020 -0.005 Beta 1.200 0.800 1.250 Residual standard deviation, σ(e) 0.105 0.195 0.067 Standard Deviation of Excess Return 0.245 0.235 0.210 Required: Using the data above, please solve for the Sharpe Ratio, Treynor's Measure, and Information Ratio. (Use cells A3 to D10 from the given information to complete this question. Negative answers should be input and displayed as a negative values. All other answers should be input and displayed as positive values.) Risk-Adjusted Performance Measures A B C Market Sharpe Ratio Treynor's…
- 20) Calculate the geometric average for the following returns: Year 2017 2018 2019 2020 Return 12.03% -8.24% 1.34% 4.55% Group of answer choices 2.2% 2.4% 3.1% 3.4%The table shows the average returns and betas for the five ETFs, S&P 500, and Treasury. VONF IJT PDP FTA FNY S&P 500 TreasuryAnnualize mean 0.07148 0.11941 0.09613 0.07483 0.10233 0.09637 0.02541Beta 1.01106 1.11377 1.01507 1.02652 1.09928 1.00000 0.00000 Create a SML with the S&P 500 index's and the Treasury's average returns and betas. Determine whether the ETFs have return and beta combinations above or below the line you generated. Explain the arbitrage strategy you would form with one of the ETFs, index, or Treasury.The formula for calculating a price index for the year 2013, using the year 2008 as a reference period is Price of 2013 market basket in 2013 × 100 / Price of 2013 market basket in 2008 Price of 2008 market basket in 2013 × 100 / Price of 2008 market basket in 2008 Price of 2013 market basket in 2008 × 100 / Price of 2008 market basket in 2008 Price of 2008 market basket in 2008 × 100 / Price of 2008 market basket in 2013