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Force Vector Table

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Lab #1 Fors Phys 4A w2010<br />

<strong>Force</strong> <strong>Vector</strong> <strong>Table</strong><br />

Background: In this experiment you will set up forces on a ring using hanging<br />

weights. Since the force is proportional to the weight, we will measure<br />

the forces in the mass units. You will add the forces graphically and<br />

using trigonometry. You will use this technique throughout all of your<br />

physics classes, so make sure you understand it.<br />

Hypothesis: The vector sum of all the forces on a stationary object is zero.<br />

Equipment: <strong>Force</strong> table, set of weights, protractor, right triangles<br />

Procedures:<br />

I. Obtain a set of force vectors from your instructor<br />

Graphically determine the resultant force (this means adding the<br />

vectors tail to tip and using a ruler and a protractor)<br />

II. Use trigonometry and vector components to determine the resultant<br />

force vector<br />

III. Set up the force table with the two/three forces and the resultant force<br />

rotated by 180 degrees to determine if the forces balance<br />

Repeat these steps for a second and third set of forces – try four weights if you can<br />

find the materials.<br />

Analysis:<br />

Explain how vectors can be added graphically or by components. Explain how to<br />

calculate the components from measurements of the angles.<br />

List sources of errors such as uncertainty in force, error in measuring angles, etc.<br />

Explain how experimental error will relate to the analysis.<br />

If your angle measurements were off by 1 degree, how much would this change your<br />

trigonometric vector addition?<br />

Conclusion: State your primary findings regarding the hypothesis.<br />

Which technique, graphical addition or using trigonometry, is more<br />

accurate at making these measurements?


Lab #1 Fors Phys 4A w2010<br />

<strong>Vector</strong> Mass to be placed on holder (kg)<br />

(Don’t forget the mass of the<br />

holder – need to be added)<br />

A<br />

B<br />

C<br />

D<br />

E<br />

F<br />

G<br />

H<br />

L<br />

M<br />

N<br />

P<br />

<strong>Vector</strong> sum: |A+B|<br />

Angle:<br />

<strong>Vector</strong> sum:<br />

Angle:<br />

<strong>Vector</strong> sum:<br />

Angle:<br />

<strong>Vector</strong> sum:<br />

Angle:<br />

Angle CCW with<br />

respect to x-axis<br />

Graphically Analytically Experimentally

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