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How would you rewrite f(x)f(x)f, (, x, )so it can be differentiated using the product rule?

User Gurupratap
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1 Answer

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17 votes

Answer:

d/dx f(x)f(x) = d/dx f(x) + d/dx f(x)

Explanation:

An example of the product rule is the following:

d/dx u*v = du/dx u + dv/dx v

Another way of interpreting this is that the product rule states that the derivative of a product is the derivative of the sum of the products with respect to their terms.

User Annelies
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