The amount of goods and services that costs $800 on January 1, 1999 costs $813.09 on January 1, 2002. Estimate the cost of the same goods and services on January 1, 2012. Assume the cost is growing exponentially. Round your answer to the nearest cent.
Let the cost function is given by,
where A is the initial cost.
Let Jan 1, 1999, corresponds to t = 0,
Now the equation becomes,
where k is rate constant.
To find k, put t = 3 (2002),
Now the final solution becomes,
put t = 13 (2012),
I hope this answer helps,
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