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A worker was paid a salary of $29,100 in 1988. Each year, a salary increase of 4% of the previous year's salary was awarded. How much did the worker earn from the beginning of 1988 through the end of 2014? (Round your answer to the nearest cent.)
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This is a geometric sequence with first term 29,100 and common ratio 0.04.
Use the formula for sum of n terms of a G.S
courtney: Look up "sum of a geometric series" and "nth partial sum of a geometric series" on the Internet or in your textbook.
1988 - 29100 1989 - 29100 * 1.04 1990 - 29100 * 1.04^2 1991 - 29100 * 1.04^3 ... 2000 - 29100 * 1.04^12 ... 2014 - 29100 * 1.04^26 This should be looking like a Geometric Series. Can you add it up?
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