Economist: ChesChem, a chemical manufacturer located in Chester, uses natural gas for its enormous energy needs.
Conclusion
If the cost of natural gas in Chester increases at all, CC will move its manufacturing to Tilsen.
Evidence
If the cost of natural gas CC will move its in Chester becomes more → manufacturing than twice that in Tilsen to Tilsen
The cost of natural gas in Chester is currently twice that in Tilsen.
Evaluate
This argument seems hard to disagree with at first. Isn't the conclusion correct?
The cost of gas in Chester is currently twice the cost in Tilsen, and we have a rule that says as soon as the cost is more than twice of Tilsen's cost, that CC will move its operations to Tilsen.
So wouldn't it be true that if the cost of gas in Chester increases at all, we will trigger the rule and move to Tilsen?
We have to figure out how it could be possible that the cost of gas in Chester increases, but we don't trigger the rule, i.e. but the cost is not more than twice that of Tilsen.
The wiggle room comes from the possible objection that the cost of gas might go up simultaneously in both Chester and Tilsen.
Suppose right now that these are the prices of natural gas per cubic foot in each city: Chester - $40 / ft3 Tilsen - $20 / ft3
The author is thinking that if Chester goes up at all, say to $41 / ft3, then it will be more than twice of Tilsen.
But what if they both increased by $1 at the same time?
Chester - $41 / ft3 Tilsen - $21 / ft3
Now, Chester is actually less than twice as much as Tilsen, so the rule would not be triggered.
Goal
Since there's only one mathematical loophole out of this logic, we can be confident that the correct answer will rule out our objection and sound something like,