How to write the equation of the tangent line with implicit differentiation

The video tutorial covers implicit differentiation, focusing on finding derivatives using the chain and product rules. The instructor demonstrates solving for dy/dx by applying these rules and simplifying expressions. The tutorial concludes with calculating the slope at a specific point and writing the equation of the line.

What is the main goal when dealing with implicit differentiation as discussed in the text?

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Explain the process of applying the product rule as mentioned in the text.

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How do you evaluate dy/dx at the point (3,1) according to the discussion?

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What simplifications are made when calculating the derivative in the example provided?

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Describe the final equation derived for the slope in the context of the problem.

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