How to Derive an Error Equation for Angle to Radian Conversion?

In summary, the "Derive Error Equation" is a mathematical formula used to calculate the uncertainty or error associated with a result obtained through a mathematical derivation or calculation. It is important because it allows scientists and researchers to evaluate the reliability and accuracy of their calculations, and is derived using the principles of calculus and the laws of error propagation. The assumptions made while using the "Derive Error Equation" include independent and normally distributed errors, as well as small error values. It can be used in scientific experiments to calculate the error in the final result and evaluate the accuracy and reliability of experimental data.
  • #1
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Homework Statement


I need to derive an error equation using back substitution for the angle to radian equation


Homework Equations



θ^rad = θ° * 2pi^rad/360°

The Attempt at a Solution



How can I back substitute, is everything after the θ° not all constants??
 
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  • #2
What is the error?
 

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