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Experimental Physics Lab: Graphing and Data Analysis - Prof. James Schreiber, Lab Reports of Physics

A physics lab experiment for graphing data and analyzing the relationship between dependent and independent variables. It includes data tables for displacement, force, and time, and instructions for graphing the data using microsoft excel and linear or polynomial regression. The lab also covers calculating acceleration and position as integrals of velocity.

Typology: Lab Reports

Pre 2010

Uploaded on 08/18/2009

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koofers-user-bcr 🇺🇸

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Graphing Experiment
Part 1
d (cm) F (N)
0.6 123.4
1.6 173.4
2.5 223.4
3.6 273.4
4.2 323.4
5.4 373.4
6.2 423.4
7.2 473.4
Part 2
Part 3
1. Graph v vs t for the equation v = 30 10t for values of t from 0 to
6.0 s. v is in m/s.
2. Find dv/dt (acceleration) and graph a vs t for the same time period.
3. Find v t = x and evaluate the integral for t from 0 to 6.0 s.
Graph x vs t.
t (s) s (cm)
0.0 0.0
1.0 1.6
2.0 6.4
3.0 14.4
4.0 25.6
5.0 40.0
6.0 57.6
7.0 78.4
1. Take d to be the independent variable and F to be the
dependent variable.
2. Graph the data using Microsoft Excel.
a) Use xy(scatter) graph.
b) Label the axes and give the graph a title.
c) Use linear regression to graph the best fit line.
d) Print the equation of line.
e) Include an appropriately labeled data table.
e) Scale the graph to make it at least half a page in size
3. Take t to be the independent variable and s to be the dependent
variable.
4. Graph the data using Microsoft Excel.
a) Use xy(scatter) graph.
b) Label the axes and give the graph a title.
c) Use polynomial regression to graph the best fit line.
d) Print the equation of line.
e) Include an appropriately labeled data table.
e) Scale the graph to make it at least half a page in size
PHY 2048L Spring 2009 W TH Group: ______ Date: ________________
Partners: ________________________________ _________________________________
__________________________________ _________________________________

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Graphing Experiment

Part 1

d (cm) F (N)

Part 2

Part 3

  1. Graph v vs t for the equation v = 30 – 10t for values of t from 0 to 6.0 s. v is in m/s.
  2. Find dv/dt (acceleration) and graph a vs t for the same time period.
  3. Find ∫v ∂t = x and evaluate the integral for t from 0 to 6.0 s. Graph x vs t.

t (s) s (cm)

  1. Take d to be the independent variable and F to be the dependent variable.
  2. Graph the data using Microsoft Excel. a) Use xy(scatter) graph. b) Label the axes and give the graph a title. c) Use linear regression to graph the best fit line. d) Print the equation of line. e) Include an appropriately labeled data table. e) Scale the graph to make it at least half a page in size
  3. Take t to be the independent variable and s to be the dependent variable.
  4. Graph the data using Microsoft Excel. a) Use xy(scatter) graph. b) Label the axes and give the graph a title. c) Use polynomial regression to graph the best fit line. d) Print the equation of line. e) Include an appropriately labeled data table. e) Scale the graph to make it at least half a page in size PHY 2048L Spring 2009 W TH Group: ______ Date: ________________ Partners: ________________________________ _________________________________