Bouncy Ball Experiment: The table below lists the data from an experiment to measure how high a ball bounces after being dropped from six different heights. a) Construct a Scatter-Plot Graph of this data using Google Sheets. Be sure to label your graph fully! Note: You are also welcome to make this graph "by hand" using graph paper. b) Add a "Line of Best Fit" to your "Scatter-Plot" graph. hint: select the "trendline" feature in "Google Sheets". c) Describe the trend, or the relationship in the graph between the two variables. Initial Height (m) Bounce Height (m) Refer to the actual variables (initial height & bounce height) from your graph. 1.00 0.62 Note: Use words such as increasing/decreasing, Positive/negative? Strong/Weak? d) Using your graph estimate how high a ball will bounce if dropped from 1.7 m 1.50 0.91 2.00 1.18 2.50 1.51 3.00 1.80 3.50 2.08

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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Question 1
Bouncy Ball Experiment:
The table below lists the data from an experiment to measure how high a ball bounces after being dropped from six different heights.
a) Construct a Scatter-Plot Graph of this data using Google Sheets. Be sure to label your graph fully!
Note: You are also welcome to make this graph "by hand" using graph paper.
b) Add a "Line of Best Fit" to your "Scatter-Plot" graph.
hint: select the "trendline" feature in "Google Sheets".
c) Describe the trend, or the relationship in the graph between the two variables.
Initial Height (m) Bounce Height (m)
Refer to the actual variables (initial height & bounce height) from your graph.
1.00
0.62
Note: Use words such as increasing/decreasing, Positive/negative? Strong/Weak?
d) Using your graph estimate how high a ball will bounce if dropped from 1.7 m
1.50
0.91
2.00
1.18
2.50
1.51
3.00
1.80
3.50
2.08
Transcribed Image Text:Question 1 Bouncy Ball Experiment: The table below lists the data from an experiment to measure how high a ball bounces after being dropped from six different heights. a) Construct a Scatter-Plot Graph of this data using Google Sheets. Be sure to label your graph fully! Note: You are also welcome to make this graph "by hand" using graph paper. b) Add a "Line of Best Fit" to your "Scatter-Plot" graph. hint: select the "trendline" feature in "Google Sheets". c) Describe the trend, or the relationship in the graph between the two variables. Initial Height (m) Bounce Height (m) Refer to the actual variables (initial height & bounce height) from your graph. 1.00 0.62 Note: Use words such as increasing/decreasing, Positive/negative? Strong/Weak? d) Using your graph estimate how high a ball will bounce if dropped from 1.7 m 1.50 0.91 2.00 1.18 2.50 1.51 3.00 1.80 3.50 2.08
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