What Is the Missing Term in the Sequence -1, 5, 2 to Form a Geometric Series?

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paulbdiggs
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If given the values -1, 5, 2 in this sequence, what would be the missing term to make this a geometric series?

Also, what would the sum of this geometric series be?
 
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To me, this doesn't look like the terms of a geometric series.

What is your definition of a "geometric series"?
 
paulbdiggs said:
If given the values -1, 5, 2 in this sequence, what would be the missing term to make this a geometric series?

Also, what would the sum of this geometric series be?
What geometric series are you talking about? If you mean that a sequence starts -1, 5, 2, ... , that is NOT a geometric sequence: a geometric sequence is either always increasing (if the constant ratio is larger than 1) or decreasing (if it is less than 1).