Vector question on component subscripts

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Homework Help Overview

The discussion revolves around understanding vector components, specifically the notation used for vectors such as A1 and A1x, as well as how to interpret and graph these vectors in a lab context involving pulleys and forces.

Discussion Character

  • Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • Participants are exploring the meaning of vector subscripts and how to graphically represent vector components and their resultant. There are inquiries about specific contexts in which these vectors are used, particularly in a lab setting.

Discussion Status

Some participants have provided clarifications regarding the notation of vectors, suggesting that subscripts may simply serve as labels. Others are seeking further context and examples to better understand the graphical representation of the vectors involved.

Contextual Notes

Participants mention a lab setup involving pulleys and specific angles, as well as calculations related to forces and their components. There is a reference to a lack of information in the textbook regarding the notation being discussed.

pillar
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What does A1mean? This A1 component does not even have a X subscript.
Then there's A1x and resultant R2.Can anyone give an example on how to interpret and graph both vector components & resultant from a problem?

Thanks in advance.
 
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Do you have a specific question, or context, in which you've seen this?
 
cristo said:
Do you have a specific question, or context, in which you've seen this?

It's lab, but I haven't seen this in the book.

1 Mount a pulley at the 20 degree mark on the force table and suspend a mass of 100 grams over it. This gives a force A1. Next, mount a second pulley at the 120 mark and suspend amass of 200 grows over it, giving a force A2.

a. Calculate the magnitudes of these forces, their representive langhts, and their components. Record these calculations in table 1.

b.Draw a vector diagram for A1 & A2 with their lengths represented in centimeters. Use the parallelogram method to add these vectors geometrically to get the resultant vector R1=A2 + A2.
 
Oh, ok, well the subscript doesn't mean anything too special there. You could just call the forces A and B, with resultant R. The subscript in that case is just a label.
 

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