Section 9 Security Futures Products Introduction

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Section 9. 2. Lists. In the event that you have understanding into the future course of money markets, particularly some list, you might need to exchange stock list futures.Stock list prospects permit you to make a wager on which bearing you think a securities exchange list is headed.Stock record fates additionally permit you to support different budgetary positions.Stock file fates exchange on various distinctive indexe

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´╗┐Part 9 Security Futures Products Introduction Chapter 9 and 10 investigate stock list prospects. This part is composed into the accompanying segments: Indexes Stock Index Futures Contracts Stock Index Futures Prices Index Arbitrage and Program Trading Speculating with Stock Index Futures Risk Management with Stock Index fates Chapter 9

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Indexes If you have understanding into the future bearing of money markets, particularly some record, you might need to exchange stock list fates. Stock list prospects permit you to make a wager on which course you think a securities exchange file is going. Stock file prospects likewise permit you to support different monetary positions. Stock list fates exchange on various diverse files. Part 9

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Indexes The different files utilize varying computational strategies. To comprehend the exchanging and evaluating of file prospects, one should first comprehend somewhat about how the fundamental files are registered. Part 9

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Priced-Weighted Indexes In a cost weighted file, stocks with a higher cost get a bigger weighting in the calculations. Cost weighted files don't consider profits paid by the stocks. The organizations contained in these files change rarely. Changes just happen accordingly of uncommon occasions like liquidations and mergers. In this area, the DJIA is utilized as a delegate cost weighted file. The DJIA is contained 30 stocks. Table 9.1 demonstrates the arrangements of stocks. Part 9

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DJIA Index Chapter 9

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Priced-Weighted Indexes The DJIA is figured by including the share costs of the 30 stocks containing the record and isolating by the DJIA divisor. The divisor is utilized to conform for stock parts, mergers, stock profits, and changes in the stocks incorporated into the record. List Divisor The file divisor is a processed number that keeps the record unaltered in case of specific events (e.g., dropping one organization from the list and including another organization, mergers and stock parts). The DJIA can be registered by utilizing the accompanying recipe: where: P i = cost of stock i Chapter 9

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Priced-Weighted Indexes Assume that the Dow Jones organization chooses to erase Boeing from the record and supplant it with Dow Chemical. Boeing stock exchanges at $6.00 and Dow Chemical exchanges at $47. The present level of the record is 1900.31 with a divisor of .889. Prior to the Change Total 30 stock costs = $1,689.375 After the Change (No New Divisor Is Used) Total new 30 stock cost: $1,689.375 - 6+47 = $1,730.375 Chapter 9

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Priced-Weighted Indexes If the divisor is not changed the DJIA will be 46 focuses higher accordingly of the part change. Along these lines, another divisor must be computed. Another divisor is registered as takes after: The new divisor is given by: Thus, to keep the record esteem unaltered, the new divisor must be 0.9106. Section 9

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Market Capitalization-Weighted Indexes Each of the stocks in these lists has an alternate weight in the count of the record. The weight is corresponding to the aggregate market estimation of the stock (the cost per share times the quantity of shares extraordinary). The estimation of the S&P 500 file is accounted for with respect to the normal incentive amid the time of 1941-1943, which was doled out a record estimation of 10. Accept that the S&P 500 list comprises of three stocks ABC, DEF and GHI. Table 9.2 shows how the estimation of these 3 firms will be weighted. Part 9

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Market Capitalization-Weighted Indexes The S&P file is computed as: where: O.V. = unique valuation in 1941-43 N i,t = number of shares extraordinary for firm i P i,t = cost of shares in firm i Chapter 9

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Total Return Indexes Similar to the Market Capitalization Indexes, these files mirror the aggregate change in the estimation of the portfolio from beginning to the present date. Where M t = market capitalization of the file at time t B t = adjusted base date advertise capitalization of the file at time t base esteem = the unique numerical beginning an incentive for the file (e. g.,100 or 1000) Chapter 9

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Total Return Indexes From the above condition, the numerator mirrors the aggregate amassed estimation of the portfolio and the denominator speaks to the underlying estimation of the portfolio. In that capacity, both the numerator and denominator are influenced by a few variables as takes after: Affected by Numerator Denominator Price of share Yes No. of shares Yes Exchange rate Yes Dividends Yes Splits Yes Mergers Yes Repurchase Yes Mergers Yes Spin-offs Yes Chapter 9

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Stock Index Futures Contracts Index fates are accessible on various diverse records. Table 9.3 gives a rundown of the elements of the most critical fates contracts. As Table 9.3 shows, the aggregate estimation of a fates position relies on upon the cash, the multiplier, and the level of the file. Part 9

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Stock Index Futures Contracts The agreement size is processed by increasing the level of the list by the suitable multiplier. Case Assume that The DJIA is 11,000 and the multiplier for the DJIA fates contract is 10. What is the estimation of a given contract? The prospects item has an agreement estimation of: 11,000 X $10 or $110,000 Now, expect that DJIA goes up to 11,250. What is the estimation of a given contract? The fates item has an agreement estimation of: $10 X 10,250 = $112,500 One point change in the DJIA brings about a $10 change in the estimation of the fates contract. See that value changes for an agreement rely on upon the agreement size and instability of the record. Section 9

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E-Mini S&P 500 Futures Chapter 9

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E-Mini NASDAQ 100 Futures Chapter 9

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Dow Jones Euro STOXX Futures Chapter 9

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Price Quotation Stock Index Futures Insert Figure 9.1 here Chapter 9

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Stock Index Futures Prices Stock list fates exchange a full-convey showcase. In that capacity, the Cost-of-Carry Model gives a decent comprehension of list fates estimating. Review that the Cost-of-Carry Model for an impeccable market with unlimited short offering is given by: Applying this model to stock list prospects has one confusion, profits. On the off chance that you buy the stocks in the file, you will get profits. Review that most records disregard profits in their calculation, so the Cost-of-Carry Model must be changed in accordance with mirror the profits. The receipt of profits diminishes the cost of conveying the stocks from today until the conveyance date on the fates contract. Part 9

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Stock Index Futures Prices Today, t 0 , a broker chooses to take part in a self-financing money and-convey exchange. The broker chooses to purchase and hold one share of Widget, Inc., presently exchanging for $100. The dealer acquires $100 to purchase the stock. The stock will pay a $2 profit in 6 months and the broker will contribute the returns for the rest of the 6 months at a rate of 10%. Table 9.4 demonstrates the dealer's money streams. The dealer's money inflow following one year is the future estimation of the profit, $2.10, in addition to the estimation of the stock in one year, P 1, less the reimbursement of the advance, $110. Part 9

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Stock Index Futures Prices From the above illustration, we can sum up to comprehend the aggregate money inflows from a money and-convey procedure. The money and-convey procedure will give back the future estimation of the stock, P 1, at the skyline of the conveying time frame. Toward the finish of the conveying time frame, the money and-convey methodology will give back the future estimation of the profits. the profit in addition to enthusiasm from the season of receipt to the skyline. Against these inflows, the money and-convey merchant must pay the financing cost for the stock buy. Part 9

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Stock Index Futures Prices keeping in mind the end goal to alter the Cost-of-Carry Model for profits, the future estimation of the profits that will be gotten is figured at the time the prospects contract lapses. This sum is then subtracted from the cost of conveying the stocks forward. Where: S 0 = The present spot value F 0,t = The present prospects cost for conveyance of the item at time t C 0,t = The rate cost of conveying the stock list from today until time t D i = The i th profit r i = The premium earned from contributing the profit from the time got until the fates termination at time t Chapter 9

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Fair Value for Stock Index Futures A stock record fates cost has a reasonable esteem when the fates value adjusts to the Cost-of-Carry Model. In this segment, we utilize a streamlined case to decide the reasonable estimation of a stock record fates contract. Accept a fates contract on a cost weighted file, and that there are just two stocks. Table 9.5 gives the data expected to process the stock file reasonable esteem. Part 9

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Fair Value for Stock Index Futures Step 1: register the present reasonable incentive for stock list fates. The estimation of the record is given by: Step 2: decide the cost of purchasing the stocks. Fetched Stock A + Cost of Stock B = $115+84 = $199 Chapter 9

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Fair Value for Stock Index Futures Step 3: process the future estimation of the profits for each stock. Stock A: PV = 1.50, N = 59, I = 10/360, FV = ? = $1.52 Stock A: PV = 1.00, N = 39, I = 10/360, FV = ? = $1.01 Total Future Value of Dividends $2.53 Step 4: figure the cost of convey. We will store the stocks for 76 days at 10% yearly intrigue. The enthusiasm for 76 days will be: Chapter 9

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Fair Value for Stock Index Futures Step 5: understand at the prospects cost as takes after: The cost of purchasing the stocks and conveying them to what's to come is $200.67. Step 6: process the reasonable cost of the record. To register the reasonable incentive for the record, we should change over the past answer into list units. See that the reasonable estimation of the list (111.48) i

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