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1. Give graphical and numerical representations of the sequence defined by 2. Determine if the sequence is arithmetic or geometric. If it is arithmetic, state the common difference; if it is geometric, give the common ratio.
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c. 3. Determine if the series is arithmetic or geometric. Use a formula to find its sum.
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d. 4. Write each series in the previous exercise in summation notation. 5. Use properties of summation notation to find the sum. Support your results with a graphing calculator.
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Include the first six terms.
