In: Finance
Futures and Options
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 |
(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.