Determine exact values for trigonometry equation

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    Trigonometry
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Homework Help Overview

The problem involves solving the equation x^2 - 2cosx = 0, which falls under the subject area of trigonometry. The original poster seeks to find the exact solution for this equation.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the feasibility of finding an exact solution, with some questioning whether the problem can be solved exactly or if numerical methods might be more appropriate. There are suggestions to consult the teacher for clarification on the problem's intent.

Discussion Status

The discussion is ongoing, with participants exploring different interpretations of the problem. Some have suggested using graphing calculators or numerical methods like Newton's method, while others express uncertainty about the phrasing of the problem regarding "exact solutions."

Contextual Notes

There is a mention of the problem being from a book, which raises questions about the expectations set by the teacher regarding the solution method. Participants are considering the implications of this context on how to approach the problem.

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Homework Statement


Find the exact solution for:
x^2 - 2cosx = 0


Homework Equations





The Attempt at a Solution


There aren't any constants to bring to the other side, so I'm not sure how to solve for x.
 
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Was this a problem from a book? because you can't find an exact solution to this problem.
 
Mentallic said:
Was this a problem from a book? because you can't find an exact solution to this problem.

Yes, it was. I'll have to ask my teacher about it tomorrow.
Maybe she meant for us to use a graphing calculator?
Thanks anyway. :]
 
Or maybe even using Newton's method. Whichever way your teacher expected you to solve it, I don't know why they would say "Find the exact solution for:"... Tell your teacher you can't find the exact solution and see what they come up with :wink:
 

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