### Educational Website: Geometric Sequences and Common Ratios---#### Lesson: Common Ratio / Difference (Level 1)Instructor: Ashly Farfan Date: Jun 22, 1:24:22 PM---### Topic OverviewIn this lesson, you will learn how to find the common ratio of a geometric sequence. #### Example Problem:Find the common ratio of the geometric sequence:\[ -7, -14, -28, \ldots \]### Steps to Solve:1. **Identify the consecutive terms** in the sequence.2. **Divide a term by the preceding term** to find the common ratio (r): \[ \text{Common Ratio} = \frac{a_{n+1}}{a_n} \] ### Practice Problem:Use the provided sequence to calculate the common ratio.Answer: [Text box for input]**Tip:** Watch the help video for guidance on solving problems involving common ratios and differences.[Submit Answer Button]---#### Additional Resources- [Watch help video](#)- [See Solution](#)- [Show Example](#)---### Notes:- Make sure you understand each step before moving on.- Attempt the problem at least twice to ensure mastery.---### License:This content is provided by DeltaMath.com. Copyright © 2021, All Rights Reserved.---Stay curious and keep practicing!---#### User Interface Details:- There are navigation buttons labeled "See Solution" and "Show Example."- The completion rate indicates 32%.- There is an attempt tracker indicating "attempt 1 out of 2."

Name: ### Educational Website: Geometric Sequences and Common Ratios---####
Uploaded: 2024-03-20T06:38:58.000Z
Channel: Bartleby
Description: ### Educational Website: Geometric Sequences and Common Ratios---#### Lesson: Common Ratio / Difference (Level 1)Instructor: Ashly Farfan Date: Jun 22, 1:24:22 PM---### Topic OverviewIn this lesson, you will learn how to find the common ratio of a