Question
A particular geometric sequence has strictly decreasing terms. After the first term, each successive term is calculated by multiplying the previous term by m/7. If the first term of the sequence is positive, how many possible integer values are there for m?
Answers
decreasing terms means ... (m / 7) < 1
Related Questions
An arithmetic n geometric sequence have the same first term 2.with the 2nd term x. the sum of the 3r...
Please give the answers and solutions for each.
1.If the second term is 2 and the seventh term o...
1. What is the tenth term of the geometric sequence whose first term (a1) is 16 and the common rati...
1. The geometric mean between the first two terms in a geometric sequence is 32. If the third term i...