al Data Tables: le your position and time table. Then c= sis. Position Time (m) (+/-) Im (+/-)0.1sec (sec) 1.45 2.75 4.0 10 22 38 5.4 60 6.7 86 8.0 118 9.4 154 10.7 184 11.8 216 12.9 246 14.0 276 15.0 308 16.1 338 17.2 370 18.3 2.
al Data Tables: le your position and time table. Then c= sis. Position Time (m) (+/-) Im (+/-)0.1sec (sec) 1.45 2.75 4.0 10 22 38 5.4 60 6.7 86 8.0 118 9.4 154 10.7 184 11.8 216 12.9 246 14.0 276 15.0 308 16.1 338 17.2 370 18.3 2.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
![Formal Data Tables:
Include your position and time table. Then create a velocity and time table from your
analysis.
Position
(m)
(+) Im (+-)0.1sec
Time
(sec)
2
1.45
2.75
10
22
4.0
38
5.4
60
6.7
86
8.0
118
154
9.4
10.7
184
11.8
216
12.9
246
14.0
276
15.0
308
16.1
338
370
17.2
18.3
400
19.4
Analysis-Graphs: Be sure to use the graph side of the paper.
Attach the position vs time graph for the Race Cart. Be sure it shows the 8 tangent lines.
Show a sample calculation for the slope of one tangent line.
Plot the Velocity vs. Time graph from the values in your formal table. Draw best-fit
line(s) that best fit the data.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F54e8c682-be67-4ef0-bd1d-cf8b2e543b76%2F5bef05f0-fac3-455b-8e96-c7c22a591835%2Ftyl20qp_processed.png&w=3840&q=75)
Transcribed Image Text:Formal Data Tables:
Include your position and time table. Then create a velocity and time table from your
analysis.
Position
(m)
(+) Im (+-)0.1sec
Time
(sec)
2
1.45
2.75
10
22
4.0
38
5.4
60
6.7
86
8.0
118
154
9.4
10.7
184
11.8
216
12.9
246
14.0
276
15.0
308
16.1
338
370
17.2
18.3
400
19.4
Analysis-Graphs: Be sure to use the graph side of the paper.
Attach the position vs time graph for the Race Cart. Be sure it shows the 8 tangent lines.
Show a sample calculation for the slope of one tangent line.
Plot the Velocity vs. Time graph from the values in your formal table. Draw best-fit
line(s) that best fit the data.
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