In a previous exercise in Section 2.7, you read of a math

Chapter 3, Problem 3.1.21

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In a previous exercise in Section 2.7, you read of a math professor who purchased her condominium in Cambridge, MA, for $70,000 in 1977. Its assessed value has climbed at a steady rate so that it was worth $850,000 as of 2007. Alas, one of her colleagues has not been so fortunate. He bought a house in that same year for $160,000. Not long after his family moved in, rumors began to circulate that the housing complex had been built on the site of a former toxic dump. Although never substantiated, the rumors adversely affected the value of his home, which has steadily decreased in value over the years and in 2007 was worth a meager $40,000. In what year would the two homes have been assessed at the same value?

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