How much does the raft move with change of position?

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Homework Help Overview

The discussion revolves around a problem involving the movement of a raft and the calculation of its displacement, specifically focusing on the angle and distance of movement in a coordinate system.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the calculation of displacement using coordinates and the appropriate reference for angles. Questions arise about the necessity of a reference point versus a reference direction for vector calculations.

Discussion Status

Participants are exploring different interpretations of the angle measurement and the displacement of the raft. Some guidance has been offered regarding the reference direction for angles, but no consensus has been reached on the exact interpretation of the movement.

Contextual Notes

There is a mention of the raft remaining square to the x and y axes, and discussions about the quadrant in which the raft moves, indicating potential assumptions about the coordinate system being used.

ninesixfive
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heres the problem...
upload_2015-4-14_9-20-19.png


and i figured out part a but don't understand how to get the second part, here is what i have done...
upload_2015-4-14_9-21-49.png

my question is should the angle be from the point of origin? what I am getting is -2.12 meters in a direction of -45 degrees. is this correct? I'm using x2-x1/y2-y1 to get 1.5/-1.5 then using Pythagorean to get the distance of shift and using arctan(-1.5/1.5) to get the -45 ?
 
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ninesixfive said:
my question is should the angle be from the point of origin?
The vector does not need a reference point, just a reference direction. Relative to the x-axis should be fine. Or relative to some other direction which you clearly describe. Like "from the center towards the new position of [...]".
The magnitude should be positive.
 
So could I say the raft moves 2.12 meters in a direction of 135 degrees when viewing form above?
 
If you clarify 135 degrees relative to what, sure.
 
relative to the point of origin (bottom left corner)... looking at it from above it would move into the the third quadrant , of course the raft would stay square to the x and y axis
 

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