**Understanding Egg Drop Experiments: Heights Over Time**Welcome to our educational exploration of egg drop experiments! In this lesson, we will examine data from two different groups (Group A and Group B) focusing on the heights reached by their eggs over time.### Group A Data:#### Table of Heights Over TimeThe following table provides the height (in meters) reached by Group A's egg at different time intervals (in seconds).| Time (seconds) | Height (meters) ||----------------|-----------------|| 0 | 140.4 || 1 | 148.975 || 2 | 155.1 || 3 | 158.775 || 4 | 160 |#### Analysis:- At time 0 seconds, the height is 140.4 meters.- At time 4 seconds, the height reaches 160 meters.### Group B Data:#### Graph of Heights Over TimeThe graph illustrates the height (in meters) of Group B's egg over a range of time (in seconds).- The x-axis represents time in seconds, ranging from 0 to 15 seconds.- The y-axis represents height in meters, ranging from 0 to 170 meters.#### Key Observations:- The graph shows a parabolic trajectory indicating the egg reaching maximum height and then descending.- The maximum height is reached where the graph peaks before descending downwards.- The height starts at 0 meters and follows a symmetric path, ascending and then descending uniformly.### Question for Students:**When does Group A’s egg reach a height of 160 meters? Make sure your answer includes units.**#### Answer:By examining the table for Group A, we see that the egg reaches a height of 160 meters at 4 seconds.**Additional Analysis:**- Compare the height progression in Group A with Group B's graph.- Notice how Group B’s egg reaches higher than Group A and follows a symmetric parabolic path, which can imply varied initial velocities or force applications.This lesson should help you understand and analyze how objects behave in terms of height over time in a controlled experimental setting. **Egg Drop Experiment Analysis****Question:** When does Group B's egg first reach a height of 160 meters? Make sure your answer includes units.### Data for Group A| Time (seconds) | Height (meters) ||----------------|-----------------|| 0 | 140.4 || 1 | 148.975 || 2 | 155.1 || 3 | 158.775 || 4 | 160 |The table presents the height (in meters) of Group A's egg at various time intervals (in seconds). The height increases over time until it reaches 160 meters at 4 seconds.### Graph for Group BThe graph on the right displays the height of Group B's egg (in meters) as a function of time (in seconds). - The x-axis denotes time, ranging from 0 to 16 seconds.- The y-axis represents height, starting at 0 meters and extending up to 170 meters.#### Detailed Analysis of Group B's Graph:The graph exhibits a parabolic shape, indicating that the egg is initially rising, reaching a peak, and then falling back down. Group B's egg first reaches the height of 160 meters during the upward phase of its flight.**Finding the exact time:**1. Observe the intersection of the parabolic curve with the horizontal line representing 160 meters.2. From the graph, it's evident that the egg reaches 160 meters at approximately 4 seconds on its ascent.**Conclusion:**Group B's egg first reaches the height of 160 meters at approximately 4 seconds.

Answered: Image /qna-images/answer/20560a40-32f8-441d-b5c2-5c6bb330c5a2.jpg

When does Group A's egg reach a height of 160 meters? Make sure your answer includes units. Group A Group B 170- Height (meters) 140.4 160 150 140 Time (seconds) 130 148.975 120 155.1 110 3. 158.775 100 90 4. 160 80 70 60 50 10 1.R1 10 1 12 13 草16 Time (s) Enter your answer Height (m)

When does Group A's egg reach a height of 160 meters? Make sure your answer includes units. Group A Group B 170- Height (meters) 140.4 160 150 140 Time (seconds) 130 148.975 120 155.1 110 3. 158.775 100 90 4. 160 80 70 60 50 10 1.R1 10 1 12 13 草16 Time (s) Enter your answer Height (m)

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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