## Question

###### In 1975 bought an old Martin ukulele for $200_ In 1995similar uke was selling for $800. In 1980 pought new Kamaka Uke for $75. In 1990, sold it for $325,(a) Give linear model relating tne price of the Martin Uke to the Year Takein 1975p(t){b) Give linear model relating the price of the Kamaka uke to the year Again takein 1975_g(t)(c) In what year is the value of the Martin twice the value of the Kamaka?(d) Give function flt) which gives the ratio of the price of the Martin to the price of the Ka

In 1975 bought an old Martin ukulele for $200_ In 1995 similar uke was selling for $800. In 1980 pought new Kamaka Uke for $75. In 1990, sold it for $325, (a) Give linear model relating tne price of the Martin Uke to the Year Take in 1975 p(t) {b) Give linear model relating the price of the Kamaka uke to the year Again take in 1975_ g(t) (c) In what year is the value of the Martin twice the value of the Kamaka? (d) Give function flt) which gives the ratio of the price of the Martin to the price of the Kamaka In the long Tun what will be the ratio of the prices of the Martin ukulele to the Kamaka ukulele?

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