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A lab activity where students calculate the magnitude, direction, and component vectors of given force vectors a and b, as well as the resultant force. The activity involves drawing free body diagrams and solving for component forces using basic vector addition. The document also includes a problem involving forces g and h and their resultant.
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Introduction
If guy wires are used to stabilize a tower, what is the minimum number of wires necessary? Imagine what would happen if you only used one or two wires. The guy wires work together so that the tower does not fall in any direction. As long as there are no external forces, each of the wires should be experiencing an equal amount of tension. The tension in each guy wire can be expressed as a vector force. It is important that values are given for each force so that engineers can make informed decisions about the necessary strength of guy wires and their support mechanisms.
Procedure
In this activity you will calculate force vectors.
A picture is hung from a nail with wire. The nail supports two forces A = 5N and B = 5N.
An eye screw is experiencing two tension forces G 100N and H 50N.
Conclusion