20.) 104, 101, 118, 113
Answer (1)
Answer:To analyze the sequence \(104, 101, 118, 113\), you can identify patterns or trends. Here’s a basic analysis:1. **Differences between terms:** - \(101 - 104 = -3\) - \(118 - 101 = 17\) - \(113 - 118 = -5\) The differences are \(-3, 17, -5\).2. **Pattern in differences:** The differences do not form an immediately recognizable arithmetic or geometric sequence. However, you could look for further patterns or contextual information.If you need a specific type of analysis (e.g., finding the next term or identifying the pattern), please provide additional context or instructions!
