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6. For one of the trials, calculate the change in position during each 5 second interval. (Average of Experiment #1) Time (t) in Position (x) in. centimeters Change in Position (cm) (s) Interval seconds (sec) (t) 0. 10 15 20 25 30 Questions and Conclusions: 1. Referring to the data above, does the position change by the same amount in equal intervals? What does this tell you about the speed? 2. Plot the average of each experiment on graph paper on the same axis. Use different colors or symbols to distinguish between the two lines. 3. Calculate the slopes of each line. (Ay /Ax ). Compare them to average speed ( cm/s) on the data table.

6. For one of the trials, calculate the change in position during each 5 second interval. (Average of Experiment #1) Time (t) in Position (x) in. centimeters Change in Position (cm) (s) Interval seconds (sec) (t) 0. 10 15 20 25 30 Questions and Conclusions: 1. Referring to the data above, does the position change by the same amount in equal intervals? What does this tell you about the speed? 2. Plot the average of each experiment on graph paper on the same axis. Use different colors or symbols to distinguish between the two lines. 3. Calculate the slopes of each line. (Ay /Ax ). Compare them to average speed ( cm/s) on the data table.

College Physics
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 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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please help me with question number 6 and the two questions on the bottom, i also added another picture of the 2 trials you can choose from
Data Chart: Position of bulldozer in cm. (x) Time in seconds (t) Trials Experimerit #1 1 Trials Experiment #2 2 3 average 3. average O cm Ocmo cm O cMO Cm ocm 5 187cm 91 cm 95 cm 91 cm. 70 cm 68 cm 19 Cm/12 Cm 10 160em165 cm176 cm167cm 135 cm138cm147 cm140 cm 15 2420m 2470m 254 cm 248 cm 191 cm207.cm/204col 201 Cm 20 329cm 325 cm 325 cm 326 cm 251cm253 om/2660m 251 Cm 25 404 cm 3960m403cm 401 cm 316 cm/310 cm/323.00316 Cm 30 387cm3720m3820m 380 cm Average speed (Vav) in cm /sec 244 181 2014 Cm/S 225 cm/224 cms 233 227 cmls 186 Data and Analysis: 1. For each trial, calculate the average speed, Vav, by dividing the total change in position by the total time interval that elapsed, t. 2. Use the data for the first trial to plot a graph of position vs time. 3. On the same piece of graph paper, plot a graph of position vs time for each of the other trials you ran. label each graph with the number of the associated trial.- 4. The shape of a position vs time graph for motion at constant speed is a straight line. Do your graphs have this shape? -10- 1.
Transcribed Image Text:Data Chart: Position of bulldozer in cm. (x) Time in seconds (t) Trials Experimerit #1 1 Trials Experiment #2 2 3 average 3. average O cm Ocmo cm O cMO Cm ocm 5 187cm 91 cm 95 cm 91 cm. 70 cm 68 cm 19 Cm/12 Cm 10 160em165 cm176 cm167cm 135 cm138cm147 cm140 cm 15 2420m 2470m 254 cm 248 cm 191 cm207.cm/204col 201 Cm 20 329cm 325 cm 325 cm 326 cm 251cm253 om/2660m 251 Cm 25 404 cm 3960m403cm 401 cm 316 cm/310 cm/323.00316 Cm 30 387cm3720m3820m 380 cm Average speed (Vav) in cm /sec 244 181 2014 Cm/S 225 cm/224 cms 233 227 cmls 186 Data and Analysis: 1. For each trial, calculate the average speed, Vav, by dividing the total change in position by the total time interval that elapsed, t. 2. Use the data for the first trial to plot a graph of position vs time. 3. On the same piece of graph paper, plot a graph of position vs time for each of the other trials you ran. label each graph with the number of the associated trial.- 4. The shape of a position vs time graph for motion at constant speed is a straight line. Do your graphs have this shape? -10- 1.
6. For one of the trials, calculate the change in position during each 5 second interval. (Average of Experiment #1) Time (t) in seconds Position (x) in. centimeters Interval (sec) (t) Change in Position ( cm) (s) 10 15 20 25 30 Questions and Conclusions: 1. Referring to the data above, does the position change by the same amount in equal intervals? What does this tell you about the speed? 2. Plot the average of each experiment on graph paper on the same axis. Use different colors or symbols to distinguish between the two lines. 3. Calculate the slopes of each line. (Ay /Ax ). Compare them to average speed ( cm/s) on the data table.
Transcribed Image Text:6. For one of the trials, calculate the change in position during each 5 second interval. (Average of Experiment #1) Time (t) in seconds Position (x) in. centimeters Interval (sec) (t) Change in Position ( cm) (s) 10 15 20 25 30 Questions and Conclusions: 1. Referring to the data above, does the position change by the same amount in equal intervals? What does this tell you about the speed? 2. Plot the average of each experiment on graph paper on the same axis. Use different colors or symbols to distinguish between the two lines. 3. Calculate the slopes of each line. (Ay /Ax ). Compare them to average speed ( cm/s) on the data table.
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