Determining universal gravitational constant G

AI Thread Summary
To determine the universal gravitational constant G, two masses are selected, and their separation is varied while measuring the gravitational force between them. The force is plotted against the inverse of the distance squared, allowing the slope of the graph to be used to estimate G. The discussion highlights the importance of including uncertainties in measurements and expressing results with the correct number of significant figures. A participant initially struggled with the measurement method but resolved it by utilizing a simulation. The approach emphasizes the relationship between force, mass, and distance in gravitational calculations.
Tony Manilla
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Homework Statement


Choose two masses and vary their separation, measuring the force between them each time. Plot a straight line graph and use the gradient to estimate the universal gravitational constant. Include uncertainties in the results and express values with the appropriate number of significant figures.
Im stumped...i could simply solve for G by inputing the variables i have (all except G) but i have to use the gradient of the graph.

Homework Equations


F= G*Mm/r^2
F=1/r^2

The Attempt at a Solution


i tried graphing Force vs 1/distance^2 and using the slope of it.
 
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Tony Manilla said:
Choose two masses and vary their separation, measuring the force between them each time.

i wonder how you will measure the force between the two chosen mass ?
 
It's a phet simulation but I figured it out. Just had to graph force vs inverse of distance squared and find the y intercept
 
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