What is true to all geometric sequences?
A. If the common is negative, then the sequence is increasing.
B. If the common ratio is negative, then all the terms of the sequence is also negative.
C. If the common ratio is less than 1, then the sequence is decreasing.
D. If the common ratio is less than 1, then the sequence is increasing.
A. If the common is negative, then the sequence is increasing.
B. If the common ratio is negative, then all the terms of the sequence is also negative.
C. If the common ratio is less than 1, then the sequence is decreasing.
D. If the common ratio is less than 1, then the sequence is increasing.
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Answer:
C.If the common ratio is less than 1, then the sequence is decreasing.
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