A third important type of proportional relationship is the inverse relationship. In an inverse relationship, as one variable increases the other decreases and vice versa. For instance, if you had a $10 gift certificate to a chocolate shop, then the amount of chocolate that you could get would be inversely proportional to the price of the chocolate you picked. If you buy the $0.25 candies, you could get 40 of them, but if you opt to purchase candies whose price is higher by a factor of 4 ($1.00), then you must reduce the number that you get by a factor of 4 (to 10). Similarly, if the price decr

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