Sample Test
Find the first four terms of the given sequence and state if it is arithmetic, geometric or neither.
Find a formula for each sequence.
Find the third, fourth and fifth terms of each sequence.
Give a recursive definition for the following sequence:
For each series, find the specified sum.
Evaluate each of the following limits, or state that it does not exist.
Find the sum of the given infinite series.
Find the interval of convergence and the sum expressed using x.
Write the following repeating decimal as an infinite series and find the sum.
Express each series using sigma notation.
Write the following series in expanded form.
Use mathematical induction to prove the following

Hope you did well on the sample test.  Answers will be posted 3 days before the actual exam.  Next chapter covered is chapter 19.  See you then!

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