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Jun 10 2013 08:32pm


Im getting 297 degrees but it is wrong? any idea what is the error?
I found the x and y component of the electric force. did tan(theta)=(ycomponent/xcomponent)
Thanks!
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Jun 10 2013 08:46pm
297 degrees seems about right.

are you sure its wrong?
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Jun 10 2013 08:50pm
Try entering 297 as -63 degrees since it says "Answer in degrees as an angle between -180 and 180 degrees".

This post was edited by X-PeRiMeNt on Jun 10 2013 08:50pm
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Jun 10 2013 08:50pm
Quote (khemist @ Jun 11 2013 03:46am)
297 degrees seems about right.

are you sure its wrong?


yup, i put in the exact answer too. 297.0796 :(
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Jun 10 2013 08:51pm
Quote (X-PeRiMeNt @ Jun 10 2013 07:50pm)
Try entering 297 as -63 degrees since it says "Answer in degrees as an angle between -180 and 180 degrees".


this. the angle seems correct without doing any calculations
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Jun 10 2013 09:03pm
i was looking at this site i found
question #6 is a similar problem. I have no idea what they did...
http://www.phys.ttu.edu/~huang24/Teaching/Phys2401/HWSolutions/HW1solutions.pdf

why -180?
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Jun 10 2013 09:14pm
Quote (sweetdd @ 11 Jun 2013 03:03)
i was looking at this site i found
question #6 is a similar problem. I have no idea what they did...
http://www.phys.ttu.edu/~huang24/Teaching/Phys2401/HWSolutions/HW1solutions.pdf

why -180?


probably because it is the smallest angle then (in absolute terms) and providing direction from the x-axis
+ going counterclockwise
- going clockwise

This post was edited by brmv on Jun 10 2013 09:16pm
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Jun 10 2013 09:14pm
because the problem asks you to put an angle between 180 and -180.

its a weird way to phrase it, but basically consider the upper half of the unit circle +180, and the bottom half of the unit circle -180. 180 and -180 are the same point.
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Jun 10 2013 09:16pm
Quote (khemist @ Jun 11 2013 04:14am)
because the problem asks you to put an angle between 180 and -180.

its a weird way to phrase it, but basically consider the upper half of the unit circle +180, and the bottom half of the unit circle -180. 180 and -180 are the same point.


so would you say that -63 is correct? i would think so too. since the vector components magnitude are in the 4th quadrant..?
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Jun 10 2013 09:21pm
if you found the angle to be 297, subtract that from 360. i get -81 degrees. that seems pretty close. let me know if that works
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