Arithmetic vs. Geometric Sequences

What is the common difference in an arithmetic sequence where each term increases by 3?

In an arithmetic sequence, if each term decreases by 4, what is the common difference?

What type of sequence involves terms being multiplied by a consistent number?

If a sequence has a common ratio of 2, by what factor are the terms being multiplied?

How can you verify a common ratio in a geometric sequence?

What is the common ratio when each term in a sequence is divided by 3?

What is the common ratio for a sequence where each term is multiplied by 1/3?

In a geometric sequence, if the common ratio is 2, what happens to the terms?

Which sequence type involves terms increasing or decreasing by a fixed amount?

What distinguishes an arithmetic sequence from a geometric sequence?