A. For the data in the data table, graph the data. NOTE: 1. Start the volume on the graph at zero and consider 1 cm = 20 ml. on the graph 2. Start the graph at -350 °C The graph will allow you to extrapolate (extend the graph beyond measured data) the graph to reach a gas volume of 0 ml. The temperature at which the volume of the gas reaches zero is the theoretical temperature of Absolute Zero. B. Draw a best fit line for the data points. C. Find the slope of the line. Slope Equation = > Draw a LARGE triangle on your graph in order to find the rise & run. From the triangle, show how you find the rise and the run for the line graph. SHOWALL your work on the graph. Write on the graph - Slope = rise > then put in your values for rise and run ON YOUR GRAPH. > Find the value of the slope (in decimal form) Slope = Analysis Questions: 1. Write two slope equations: Slope = 2. Write slope value with unit: Slope = 3. What is the y-intercept value? 4. From this graph, what is the Celsius Temperature for Absolute Zero? 5. What is the total temperature difference between 100° C and -350° C = run
A. For the data in the data table, graph the data. NOTE: 1. Start the volume on the graph at zero and consider 1 cm = 20 ml. on the graph 2. Start the graph at -350 °C The graph will allow you to extrapolate (extend the graph beyond measured data) the graph to reach a gas volume of 0 ml. The temperature at which the volume of the gas reaches zero is the theoretical temperature of Absolute Zero. B. Draw a best fit line for the data points. C. Find the slope of the line. Slope Equation = > Draw a LARGE triangle on your graph in order to find the rise & run. From the triangle, show how you find the rise and the run for the line graph. SHOWALL your work on the graph. Write on the graph - Slope = rise > then put in your values for rise and run ON YOUR GRAPH. > Find the value of the slope (in decimal form) Slope = Analysis Questions: 1. Write two slope equations: Slope = 2. Write slope value with unit: Slope = 3. What is the y-intercept value? 4. From this graph, what is the Celsius Temperature for Absolute Zero? 5. What is the total temperature difference between 100° C and -350° C = run
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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Transcribed Image Text:Physics
The volume of a gas decreases as the temperature of the gas decreases. A sample of gas was collected at
100 degrees Celsius and then cooled. The changes in the volume of the sample are shown below.
T (°C)
100
80
60
40
30
20
10
0
-10
-30
Start graph at -350
A. For the data in the data table, graph the data.
V (ml)
320
297
288
278
252
B. Draw a best fit line for the data points.
C. Find the slope of the line. Slope Equation =
>
>
243
236
NOTE:
1. Start the volume on the graph at zero and consider 1 cm = 20 ml. on the graph
2. Start the graph at -350 °C
Analysis Questions:
233
227
202
Start graph at 0
The graph will allow you to extrapolate (extend the graph beyond measured data) the graph to
reach a gas volume of 0 ml. The temperature at which the volume of the gas reaches zero is the
theoretical temperature of Absolute Zero.
Draw a LARGE triangle on your graph in order to find the rise & run.
From the triangle, show how you find the rise and the run for the line graph.
SHOWALL your work on the graph. Write on the graph - Slope = rise
then put in your values for rise and run ON YOUR GRAPH.
Find the value of the slope (in decimal form) Slope =
1. Write two slope equations: Slope =
2. Write slope value with unit: Slope =
3. What is the y-intercept value?
4. From this graph, what is the Celsius Temperature for Absolute Zero?
5. What is the total temperature difference between 100° C and -350° C =
?
run
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