Calculating Angles Using Trigonometric Functions

In summary, the conversation focuses on finding angles using trigonometric functions. The first question involves finding an angle using the arc sin function, while the second question involves using the arc cos function. The speaker gives a hint to input the values into a calculator and use the "degree" mode. They also mention moving the conversation to a different physics level and ask the other person about their knowledge of trigonometric functions and the use of a calculator.
  • #1
rasikan
21
0
HI ,
I don't know How to find a angle if the question is

arc sin(6/25)+ 90 degree

and also

arc cos (-.2065)

pls help
 
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  • #2
mmm... looks like you have no idea of what's going on, since you don't seem to know how to ask a question properly...because you question seems trivial... my guess is that you can input that into a calculator and remember to use the "degree" mode.. then you will be fine. easy :smile:
 
  • #3
Moved from Advanced Physics to Intro Physics. rasikan, what do you know about trigonometric functions? Are you allowed to use a calculator on this problem, or are you supposed to use some other method?
 

1. How do you find the angle in degrees?

To find the angle in degrees, you can use a protractor to measure the angle directly, or you can use the trigonometric functions (sine, cosine, tangent) to calculate the angle using the lengths of the sides of the triangle.

2. What is the formula for finding the angle in degrees?

The formula for finding the angle in degrees depends on the information given. If you have the lengths of two sides of a right triangle, you can use the inverse trigonometric functions to calculate the angle. If you have all three sides of a triangle, you can use the law of cosines to find the angle.

3. Can you find the angle in degrees without a protractor?

Yes, you can find the angle in degrees without a protractor by using trigonometric functions or the law of cosines. These methods involve using the lengths of the sides of the triangle and do not require a protractor.

4. How accurate are the measurements when finding the angle in degrees?

The accuracy of the measurements when finding the angle in degrees depends on the precision of the tools used and the skill of the person measuring. Using a protractor may result in more accurate measurements compared to using trigonometric functions, which may introduce rounding errors.

5. What are some common applications for finding angles in degrees?

Finding angles in degrees is commonly used in fields such as mathematics, engineering, and physics. It is also used in everyday situations, such as measuring angles for construction, navigation, and sports.

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