In a geometric sequence where the ratio of the given term is constant to the previous term the recursive formula is expressed as. Along with the interpretation for each part. Step 2 Step 1 ground floor.
What is the recursive formula that can describe the pattern for the following sequences.
Here are some more examples to solve the problems using the recursion method. Example 1 Fibonacci Sequence. It helps to observe how the two terms are related to each other and we can then check if the rules will work for the fourth term. 1234567.