I am a Forex guy wondering if you money market guys can help me figure out how to hedge the adjustable rate mortgage on my house (I assume with Eurodollar futures or maybe options)
Mortgage Balance $1,000,000
Current Rate 5%
Rate will adjust in April 2010 to 1 year Libor +2.75%. Currently 1 year Libor is about 1.86%??
Adjusts each year thereafter.
I would be happy to lock in at something close to current rates , but am unable to refi since the spread between conforming and Jumbo Mortgage rates in the US has widened so much. I would have to refi at roughly 7%.
So my initial thought was I need to sell 1 March 2010 Eurodollar future (98.60 and $1M value) and possibly "lock in" at a rate of 4.15% (1.4 plus 2.75) but
1) the math doesn't work out
2) Only helps me for the first adjustment
Point 1) When I do the math, it indicates that I actually need 4 Euro$ futures to properly hedge a $1M mortgage, and I assume this has to do with it being a 3 month rate but I don't quite get how or why? Can someone explain simply or at least confirm that I do need 4?
Point 2) It appears that this would not work like I think of a typical hedge where I could just roll it over after expiration and be hedged for the next year and so on. It seems those 4 contracts need to be liquidated upon the first rate adjustment to properly complete the hedge. And if I simply put 4 new ones on in March 2010, I am then locking in for the next year from that point rather from the today's rate. So it seems I need to sell 4 contracts for March 2010, and 4 more for March 2011, and so on for as many years as I'd like to hedge.
Does that seem correct? I do realize that there will always be a small spread between the 3 month Libor that the future is based on and the 1 yr Libor my mortgage is based on; and that will change my end result slightly but I can accept that.
Any other tips as to how I might accomplish this better? Possibly using options? Since there are caps on how much the rate can adjust each year, I may be able to sell options against my hedge for a little extra cash.
Thanks for your time and advice,
Eric
Mortgage Balance $1,000,000
Current Rate 5%
Rate will adjust in April 2010 to 1 year Libor +2.75%. Currently 1 year Libor is about 1.86%??
Adjusts each year thereafter.
I would be happy to lock in at something close to current rates , but am unable to refi since the spread between conforming and Jumbo Mortgage rates in the US has widened so much. I would have to refi at roughly 7%.
So my initial thought was I need to sell 1 March 2010 Eurodollar future (98.60 and $1M value) and possibly "lock in" at a rate of 4.15% (1.4 plus 2.75) but
1) the math doesn't work out
2) Only helps me for the first adjustment
Point 1) When I do the math, it indicates that I actually need 4 Euro$ futures to properly hedge a $1M mortgage, and I assume this has to do with it being a 3 month rate but I don't quite get how or why? Can someone explain simply or at least confirm that I do need 4?
Point 2) It appears that this would not work like I think of a typical hedge where I could just roll it over after expiration and be hedged for the next year and so on. It seems those 4 contracts need to be liquidated upon the first rate adjustment to properly complete the hedge. And if I simply put 4 new ones on in March 2010, I am then locking in for the next year from that point rather from the today's rate. So it seems I need to sell 4 contracts for March 2010, and 4 more for March 2011, and so on for as many years as I'd like to hedge.
Does that seem correct? I do realize that there will always be a small spread between the 3 month Libor that the future is based on and the 1 yr Libor my mortgage is based on; and that will change my end result slightly but I can accept that.
Any other tips as to how I might accomplish this better? Possibly using options? Since there are caps on how much the rate can adjust each year, I may be able to sell options against my hedge for a little extra cash.
Thanks for your time and advice,
Eric