Yesterday (3/22) we started class with review, noting that if a series converges that means the sequences of partial sum converges. We also revisited the challenge problem which showed us with infinite series you can make the sum become almost whatever you'd like. We then learned our final method of determining convergence: the Ratio Test.
And here is the other example we did:
Note: (n! + 1) / (n!) = n + 1
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