Solving Simple Angle Problem: -63.65° to Positive

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Homework Help Overview

The discussion revolves around a problem in trigonometry related to angle calculations, specifically converting a negative angle to a positive equivalent in the context of vector components.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to understand how to convert a negative angle to a positive one, given their calculated angle of -63.65°. Some participants inquire about the specific values of the x and y components involved in the calculation.

Discussion Status

Participants are exploring different interpretations of the angle calculation. One suggestion involves drawing a right triangle based on the coordinates to find the correct angle, indicating a potential direction for further exploration.

Contextual Notes

The original poster is working within the constraints of a final angle calculation and is seeking clarification on the conversion of angles in trigonometric contexts.

Osbourne_Cox
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1. Hi. This is just a detail that I am hung up on, and can't remember from high school. For my final angle calculation, theta=tan^-1(fy/fx), I get a negative angle, -63.65. I know my numbers are correct as part a of my problem was correct, I just can't remember how to make this angle positive so it makes sense. My angle is going in the north of west direction, which I also know is correct. Can someone explain to me how to make it positive?

Thank you.
 
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What are the y and x component values?
 
y component=50133.87
x component=-24833.87
 
I believe the angle is 116.35. Draw and solve the right triangle using your coordinates. Then, you can use the other trig functions to get the correct angle.

I am sure there is a more sensible approach to my solution, but this was the first that came to my mind.
 
Ok, thank you
 

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