Differentiation of Polynomials and Simple Quotients

The video tutorial covers differentiation, starting with an overview of the concept and the general formula for differentiating functions. It provides three examples: differentiating a polynomial, an expression with brackets, and a quotient. Each example is broken down step-by-step, demonstrating the application of differentiation rules and simplification techniques to find gradients.

What is the general formula used for differentiation in the lecture?

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Differentiate the function 3X^3 - 6X^2 + 2X - 7 and provide the resulting expression.

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How do you find the gradient of the function when X is equal to 2?

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Explain the process of differentiating the function 12X^2 - 7X - 10 term by term.

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What steps are involved in differentiating the function X^2 + 2 over root X?

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