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Strategy in a Two-Station Gas War
This is a suggested strategy if you are caught in a classical two-station gas war. After reading what I have to say, please register whether you agree or disagree below.
Consider the following situation:
- 1. Several subdivisions are served by two similar service stations, the Blue Station and the Gold Station.
- 2. Unless the prices are ridiculous, everyone is going to buy gas from either the Blue Station or the Gold Station.
- 3. Both the Blue Station and the Gold Station sell 100,000 gallons per month at a 10-cent pool margin [profit per gallon of gasoline].
It starts:
- Gold Station drops his gasoline price by 5 cents.
- Gold Station immediately looses $5,000 [100,000 gallons @ 5 CPG [cents per gallon].
- But Gold Station picks up 20,000 gallons from Blue Station.
- So, Gold Station gains $1,000 [20,000 more gallons @ 5 CPG profit he is still making.]
- So Gold Station ends up with a net loss of $4,000 [$5,000 loss by dropping to 5 CPG, $1,000 gain in new sales.]
- Meanwhile, Blue Station looses $2,000 [20,000 gallons lost to Gold Station @ higher 10 CPG.]
Blue Station's Choices:
- Blue Station can drop his price to even lower than Gold Station.
- The process continues until a new balance is met.
- Both stations are much worse off at the new status-quo.
- Blue Station can match Gold Station's price.
- Gold Station can stay, drop his price again, or raise his price to the previous level.
- If he stays, both stations loose about $5,000 each.
- If he drops, the process continues until an unfavorable balance is met.
- He might go back to the former price. The probability of that is only 1 in 3, not good odds for you.
- Besides, he's already earned a "stupid card" for starting a loser-loser gas war in the first place.
- Blue Station can decide to do nothing.
- By doing nothing, Blue Station continues to loose $2,000 per month.
- And Gold Station continues to loose $5,000 per month.
- Doing nothing is Blue Station's best strategy.
What do you think?
If you disagree, please send me your reasoning. Thanks.
Copyright © - 2002 Dutch Hawkins Mandeville, LA USA - All Rights Reserved
July 11, 2002