Question

2. Force Vs Acceleration a) Using your data in table B1, construct a Force vs Acceleration graph in excel. Plot the data values using excel as an x-y scatter plot (or similar graphing software) with acceleration, a, set to be your independent, x, variable and force, F, to be your dependent, y, variable. Be sure to label all data points and the axes of your graph. b) Draw a best fit curve (linear fit) connecting your data points showing your equation and correlation coefficients. Attach your graph of the best fit line or insert into the lab here and label it as graph 1. Record that equation here and state the slope of this line: Equation of best fit line: Equation: y=50x Slope: 50 Slope of the line from data: Force Vs Acceleration y = 50x Force (N) 200 150 100 50 0 -50 -100 Acceleration (m/s^2) 3. What should your theoretical value of the slope be in the previous problem? Does your data support this value?

          2. Force Vs Acceleration
a) Using your data in table B1, construct a Force vs Acceleration graph in excel. Plot the data values using excel as an x-y scatter plot (or similar graphing software) with acceleration, a, set to be your independent, x, variable and force, F, to be your dependent, y, variable. Be sure to label all data points and the axes of your graph.
b) Draw a best fit curve (linear fit) connecting your data points showing your equation and correlation coefficients. Attach your graph of the best fit line or insert into the lab here and label it as graph 1. Record that equation here and state the slope of this line:
Equation of best fit line: Equation: y=50x Slope: 50
Slope of the line from data:
Force Vs Acceleration y = 50x
Force (N)
200
150
100
50
0
-50
-100
Acceleration (m/s^2)
3. What should your theoretical value of the slope be in the previous problem? Does your data support this value?

2. Force Vs Acceleration
a) Using your data in table B1, construct a Force vs Acceleration graph in excel. Plot the data values using excel as an x-y scatter plot (or similar graphing software) with acceleration, a, set to be your independent, x, variable and force, F, to be your dependent, y, variable. Be sure to label all data points and the axes of your graph.
b) Draw a best fit curve (linear fit) connecting your data points showing your equation and correlation coefficients. Attach your graph of the best fit line or insert into the lab here and label it as graph 1. Record that equation here and state the slope of this line:
Equation of best fit line: Equation: y=50x Slope: 50
Slope of the line from data:
Force Vs Acceleration y = 50x
Force (N)
200
150
100
50
0
-50
-100
Acceleration (m/s^2)
3. What should your theoretical value of the slope be in the previous problem? Does your data support this value?

Added by Nerea C.

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