Question

question 4 which statement best describes an infinite geometric sequence? the sequence contains a limited number of terms, and there is a common difference between the terms. the sequence contains a limited number of terms, and there is a common ratio difference between the consecutive terms. the sequence continues without end, and there is a common ratio between the consecutive terms. the sequence continues without end, and there is a common difference between the consecutive terms.

Explanation:

An infinite geometric sequence has an infinite (unending) number of terms. A geometric sequence is defined by a common ratio (multiplier) between consecutive terms, unlike arithmetic sequences which have a common difference. So the correct description is a sequence that continues without end with a common ratio between consecutive terms.

Answer:

The sequence continues without end, and there is a common ratio between the consecutive terms.