Angles of a Vector on the Coordinate Plane

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SUMMARY

The discussion centers on determining equivalent angles to 18 degrees below the -x-axis in a physics homework problem. The correct answers are identified as B) 72 degrees right of the +y-axis and G) 18 degrees left of the -y-axis. The user initially selected A) incorrectly due to a misunderstanding of angle subtraction. The conversation emphasizes the importance of visualizing angles on the coordinate plane to clarify relationships between them.

PREREQUISITES
  • Understanding of coordinate plane geometry
  • Basic knowledge of angles and their measurements
  • Familiarity with vector representation in physics
  • Ability to visualize angles in a Cartesian coordinate system
NEXT STEPS
  • Research how to convert angles between different axes in a coordinate system
  • Learn about vector components and their graphical representation
  • Study the properties of angles in relation to the unit circle
  • Explore tools for graphing angles and vectors, such as GeoGebra
USEFUL FOR

Students in physics or mathematics, educators teaching coordinate geometry, and anyone looking to improve their understanding of vector angles on the coordinate plane.

dwagz
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Homework Statement



This question is on my physics homework, I guess it could be posted elsewhere, but I'm not sure where. Here is the problem:

Which of the following are the same as 18 degrees below the -x-axis? Choose all that apply:

!The choices I selected are in red!

A) 72 degrees left of the -y-axis
B) 72 degrees right of the +y-axis
C) 18 degrees right of the +y-axis
D) 72 degrees below the -x-axis
E) 18 degrees above the +x-axis
F) 72 degrees above the +x-axis
G) 18 degrees left of the -y-axis

Homework Equations


None

The Attempt at a Solution


I got the answer wrong. I chose choice A. because I subtracted 90 degrees (-y-axis) from 18 giving me 72.

I am thinking that I should change choice B. to C.and choice E. to F.? However, honestly I'm confused with my reasoning behind this. Nothing in my text speaks on this. Can anyone help? Thanks for your time.

Also, if my question would be best answered in another place, please let me know. Like I said, this is from my physics homework...
 
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This seems quite simple.

Try Drawing a graph to illustrate what it may look like.

Then try to see which fits the descriptions best.

I think http://www.studentforums.biz/index.php site, will be able to give you a quicker reply, as they specialize in homework
 
Last edited by a moderator:
Oooops I figured it out and I feel really silly lol.

Thanks for the reply anways!
 

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