Problem. You are asked to consider a geometric sequence (of integer values) of length 5. ha1, a2, a3, a4, a5i where a1, the start of the sequence, is called the first term. In a geometric sequence, there is a common ratio r between every two adjacent terms: ai ai1 = d 2 i 5 For example, h6, 12, 24, 48, 96i is a geometric sequence with 6 being the first term, 2 being the common ratio, and 5 being the length. Testing. Your goal is to pass all tests related to this method in the JUnit test class TestUtilities. These tests document the expected values on various cases: study them while developing your code. However, use the console application class GeometricSequenceApp if you wish (e.g., use the input and expected values from the JUnit tests). Here is an example run: Enter the first term of a geometric sequence (of size 5): 3 Enter the common ratio of the geometric sequence: 2 [3][6][12][24][48] has average 18.6

public class Utilities { /* * Assumption: the return geometric sequence is of a fixed size 5. * Therefore, it is not necessary to solve this problem using a loop, * or to use methods from a library class (e.g., Math).\ * * Input parameters: * - `ft` is the first term in the sequence * - `ratio` is the common rations among terms in the sequence * * Refer to you lab instructions for what the method should return. */

return result;