Скачать или смотреть Where Calculus Meets Geometry: A Tricky Angle Bisector Problem

This is a fascinating problem that combines geometry and calculus! We have an angle bisector in a figure and need to find the derivative dy/dx.
While the figure isn't shown, the key information is that AD bisects angle BAC. This geometric property will allow us to find a relationship between x and y so we can find dy/dx.
In this video, you'll learn:
How to use the Angle Bisector Theorem to relate the sides of a triangle.
How to set up a trigonometric relationship between the angles x and y.
The step-by-step process of implicit differentiation to find dy/dx.
How to simplify the expression using trigonometric identities to match the options.

Join the Maythamatics Community:
What relationship did you assume between x and y? Share your reasoning in the comments!
Which option do you think is correct? (a, b, c, or d?)
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