Kevin examines the following data, which shows the balance in an investment account. Year Balance $3,000.00 $3,150.00 $3,307.50 $3,472.88 $3,646.52 What is the formula for the geometric sequence represented by the data above? O . 0 RATIONALE This is the general formula for a geometric sequence. We will use information in the table to find values for and . Let's start with finding , the value of the first term. The first term, which is , so will be replaced by in the formula. Next, let's find , the common ratio. To find , take the value of any term, and divide it by the value of the previous term to find the common ratio. For example, so . Finally, plug in values for and into the geometric sequence formula. This is the formula for the geometric sequence