Question

A sequence of numbers in which the ratio between any two consecutive numbers is a constant is called a(n):

Answer 1

it is called a geometric sequence

Answer 2

An exponential sequence

Explanation:

This is known as an exponential sequence. An exponential sequence is known for their common ratio. The common ratio is gotten by taking the ratio between the succeeding and preceding term of any exponential sequence. For example, given the sequence 2,4,8,16... This sequence is an exponential sequence because they possesses a common ratio which is 2 calculated as thus;

4/2=8/4= 16/8 = 2

Note that the exponential sequence is also known as a geometric progression