Constant Velocity Table:DistanceTime (s)Distance (cm)Total Time (s)TotalDisplacement(cm)AverageVelocity(cm/s)Interval14447.421/607.41/6044432/6016.31/6064810.843/6027.11/6064854/6038.61/6079813.365/6051.91/6079876/6065.41/6066611.187/6076.51/6066698/6088.11/605168.6109/6096.71/60516 V1. Create a total displacement versus time graph. DO NOT calculate any slope. What doyou notice about the data points?C.V2. Create a velocity versus time graph. Make sure that you properly label the graph.V3. Indicate any sections on the graph where the velocity is constant or changing.4. Calculate the area under the graph. What does the area represent?5. Calculate the vehicle's average velocity for the entire trip. Draw a line on your graphusing a different color to indicate the average velocity.Conclusions:1. Give an explanation on what you noticed about the calculations for the average velocityfor each interval. Were they different? If so, why?

1.Slope of displacement and time graph gives velocity. 2. Slope of velocity and time graph gives…

Create a total displacement versus time graph. DO NOT calculate any slope. What do you notice about the data points? Create a velocity versus time graph. Make sure that you properly label the graph. /3. Indicate any sections on the graph where the velocity is constant or changing.

Create a total displacement versus time graph. DO NOT calculate any slope. What do you notice about the data points? Create a velocity versus time graph. Make sure that you properly label the graph. /3. Indicate any sections on the graph where the velocity is constant or changing.

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 80AP: An average person sneezes about three times per day. Estimate the worldwide number of sneezes...

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Question

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Constant Velocity Table:
Distance
Time (s)
Distance (cm)
Total Time (s)
Total
Displacement
(cm)
Average
Velocity
(cm/s)
Interval
1
444
7.4
2
1/60
7.4
1/60
444
3
2/60
16.3
1/60
648
10.8
4
3/60
27.1
1/60
648
5
4/60
38.6
1/60
798
13.3
6
5/60
51.9
1/60
798
7
6/60
65.4
1/60
666
11.1
8
7/60
76.5
1/60
666
9
8/60
88.1
1/60
516
8.6
10
9/60
96.7
1/60
516

V1. Create a total displacement versus time graph. DO NOT calculate any slope. What do
you notice about the data points?
C.
V2. Create a velocity versus time graph. Make sure that you properly label the graph.
V3. Indicate any sections on the graph where the velocity is constant or changing.
4. Calculate the area under the graph. What does the area represent?
5. Calculate the vehicle's average velocity for the entire trip. Draw a line on your graph
using a different color to indicate the average velocity.
Conclusions:
1. Give an explanation on what you noticed about the calculations for the average velocity
for each interval. Were they different? If so, why?

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