The price of a certain object was $9.75 in 2006 and $15.00 in 2012. Assume that the price has been increasing at a constant rate since 2000. Determine the rate of change in the price of the object, that is, how much the price increases each year. Do not round your answer. Write an equation to model the price of the object over time, with y representing the price of the object in dollars, and a representing the number of years since 2000. Write your final answer in the form y = mx + b. (You may use the point-slope form to help you find the equation.) Looking at your equation, what was the price of the object in the year 2000? If necessary, round to your answer to two decimal places. S How much does the object cost now, in 2022? S

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