In: Accounting
Finance question
Marking to Market. Suppose that in the 5 days following a industry sale of August wheat futures at a futures price of $5.83, the futures price is:
Day |
1 |
2 |
3 |
4 |
5 |
Price |
$6.20 |
$6.45 |
$6.30 |
$6.50 |
$6.70 |
At the end of day 5, the industry decides to quit wheat farming and buys back his futures contract. What payments are made between the industry and the exchange on:
What is the total payment over the 5 days? Would the total payment be any different if the contract was not marked to market the contract size is 3,00 bushels, so the industry who sells a wheat futures contract realizes the following cash flows on each contract:
ANS:
Futures Price |
Change in Futures Price |
Cash Flow per Contract |
|
Day 1 |
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Day 2 |
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Day 3 |
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Day 4 |
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Day 5 |
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Total |
1. Total Payment over 5 days and on each day | ||||||||
DAY | FUTURE PRICE | CHANGE IN VALUE OF FUTURE PRICE | CONTRACT SIZE | CASH FLOW IN EACH DAY | CUMULATIVE CASH FLOW | ACCOUNT BALANCE | ||
A | B | C | D | E = C*D | F | G | ||
0 | $ 5.83 | 300 x 5.83 | $ 1,749.00 | |||||
1 | $ 6.20 | 0.37 | (6.20-5.83) | 300 | $ 111.00 | $ 111.00 | 1749 + 111 | $ 1,860.00 |
2 | $ 6.45 | 0.25 | (6.45-6.20) | 300 | $ 75.00 | $ 186.00 | 1860 + 75 | $ 1,935.00 |
3 | $ 6.30 | -0.15 | (6.30-6.45) | 300 | $ (45.00) | $ 141.00 | 1935 + (45) | $ 1,890.00 |
4 | $ 6.50 | 0.2 | (6.50-6.30) | 300 | $ 60.00 | $ 201.00 | 1890 + 60 | $ 1,950.00 |
5 | $ 6.70 | 0.2 | (6.70-6.50) | 300 | $ 60.00 | $ 261.00 | 1950 +60 | $ 2,010.00 |
Total Cash Flow | $ 261.00 |
2. Would the total payment be any different if the contract was not marked to market? | ||||||||
No |
||||||||
- the total payment would not be different, he would still get the difference in expiry price i.e.6.70 and contracted price i.e.5.83 for 300 bushels which would be… | ||||||||
= | 300*(6.7-5.83) | |||||||
= | 261 |