Question

In: Finance

Futures and Options You have to make a 90,000,000 payment in Japanese Yen on close of...

Futures and Options

  1. You have to make a 90,000,000 payment in Japanese Yen on close of business day, Friday, September 11th. You decide to hedge your risk with the futures contracts. Assume you that you enter into the futures position at a close of day on Tuesday, September 8th. Futures and spot data are provided in the file HW1_data.doc. Contract size is 12,500,000 yen.
  1. Describe the position you decide to enter (long or short).

  1. Describe the contract (what month, and what quantity).

  1. Document the gain or loss due to marking to market every day that your position is open.

  1. What is the total cost in US$ after you have closed out your futures positions, and made your payment?

  1. What would have been the total cost in US$, if you had not hedged? Did you benefit from hedging?

  1. Repeat steps a) – e) assuming that you expect a payment of 900,000 British pounds on close of business day, Friday, September 11th. Assume you that you enter into the futures position at a close of day on Tuesday, September 8th. Futures and spot data are provided in the file HW1_data.doc. Contract size is 62,500 British pounds.

Japanese Yen Data

Daily Settlements for Japanese Yen Future (FINAL)Trade Date: Wednesday, 09/09/2020

Month

Open

High

Low

Last

Change

Settle

Estimated Volume

Prior Day Open Interest

SEP 20

94380

94535

94100

94180

-145

94160

145,486

123,315

OCT 20

94425

94595

94160A

94240B

-145

94210

182

395

NOV 20

94460

94615

94185

94270B

-140

94245

94

407

DEC 20

94525

94650

94210

94305A

-140

94280

84,797

26,967

JAN 21

-

-

-

-

-140

94345

0

0

MAR 21

-

94800B

94425A

94485B

-140

94465

0

369

Daily Settlements for Japanese Yen Futures (FINAL)Trade Date: Friday, 09/11/2020

Month

Open

High

Low

Last

Change

Settle

Estimated Volume

Prior Day Open Interest

SEP 20

94215

94295

94095

94200

+5

94240

33,134

36,168

OCT 20

94250

94330B

94160A

94260A

+5

94290

275

284

NOV 20

94330

94370

94195A

94295A

+5

94320

18

319

DEC 20

94310

94405

94215

94305

+5

94355

73,035

115,717

JAN 21

-

-

-

-

+10

94420

0

0

MAR 21

-

94540B

94470A

94540B

+10

94540

2

369

Spot data:

Jul.Day

YYYY/MM/DD

Wdy

USD/JPY

2459101

2020/09/08

Tue

0.0094383

2459102

2020/09/09

Wed

0.0094132

2459103

2020/09/10

Thu

0.0094211

2459104

2020/09/11

Fri

0.0094191


Solutions

Expert Solution

(a) Determination of Position to be entered i.e., Long or Short:

There is a payable of ¥900 lacs as on September 11th, Friday

So as there is payable we are afraid of ¥ appreciating and $ depreciating, so in order to hedge we take long position on futures.

Therefore Long position on ¥ futures.

(b) Determination of no.of contracts and month in which we enter into contract:

Exposure =¥900 lacs payable

Contract size(given) = 125 lacs

Therefore No. of contracts = 900,00,000÷125,00,000 = 7.2 contracts

Month we enter into contract = on September 8th

(c) Determination of gain or lose due to marking to market everyday that the position is open:

In case if ¥ depreciates, then there is a Loss and in case if ¥ appreciates, then there is a gain

on sep 8th $/¥ = 0.0094380 and

on sep 9th $/¥ = 0.0094180

As ¥ got depreciated,

Loss = (0.0094380-0.0094180)×7.2×125,00,000

= $1,800

On sep 9th, $/¥ = 0.0094180

On sep 10th, $/¥ = 0.0094215

As ¥ got depreciated,

Gain = (0.0094215-0.0094180)×7.2×125,00,000

= $/¥ 315

On sep 10th, $/¥ = 0.0094215

On sep 11th, $/¥ = 0.0094200

As ¥ got depreciated,

Loss = (0.0094215-0.0094200)×7.2×125,00,000

= $135

(d) Total cost in US$ after closing out the position:

On sep 8th, $/¥ = 0.0094380

On sep 11th, spot price $/¥ = 0.0094240

As ¥ gets depreciated,

Loss on futures =

(0.0094380-0.0094240)×7.2×125,00,000

= $1,260

Therefore cost in US$ = ¥900,00,000×0.0094191

= $8,47,719

Loss on futures = $1,260

Therefore Total cost in US$ = $8,48,979

[$8,47,719+$1,260]

(e) Total cost in US$ if not entered into hedging through futures;

Total cost = $900,00,000×0.0094191

= $8,47,719.

Total cost with hedging =$8,49,447

Total cost without hedging= $8,47,719

Conclusion :Therefore it is better not to hedge.

​​​


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