Help I need to find the angle measure of <ABC.

  • Thread starter Thread starter o0Spartan0o
  • Start date Start date
  • Tags Tags
    Angle Measure
AI Thread Summary
To find the angle measure of <ABC without using arcsine, arccosine, or arctangent, alternative methods can be applied depending on the information available. The relationships involving sectors of a circle can be useful, such as using the formula theta/360 = area of sector/area of circle or theta/360 = length of arc/circumference. However, these methods are only applicable if the angle is derived from a circular sector. Providing a complete problem statement is essential for determining the best approach to find the angle measure. Clear information about the given parameters will guide the solution process effectively.
o0Spartan0o
Messages
1
Reaction score
0
Help! I need to find the angle measure of <ABC. But i can't use arcsine, arccosine, or arctangent. Is there any other way to find theta without those or does anyone know the equation for one of the inverse functions i.e. arcsine would be favorable?
 
Physics news on Phys.org
Please give us a complete problem statement, then a general idea of what you understand of the problem.
 
sometimes we can use some simple ways.

theta/360 = area of sector/area of circle

or

theta/360 = length of arc/circumference.

*you can only use this method if the angle you need to find is from a sector of circle.
 
o0Spartan0o said:
Help! I need to find the angle measure of <ABC. But i can't use arcsine, arccosine, or arctangent. Is there any other way to find theta without those or does anyone know the equation for one of the inverse functions i.e. arcsine would be favorable?

How you would fine theta (or anything) depends entirely on what information you are given! Please give us the complete problem statement.
 
Back
Top