Finding equation of tangent line

This structured practice takes you through three examples on how to find the equation of the tangent line to a curve at a specific point.

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Equation of the tangent line

He explains how to obtain the equation of the tangent line to a curve at a point, its slope and how to identify it.

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Calculating the tangent line tangent to a curve at a point

In this case, its slope will be m tangent = tan α = lim h → 0 f a + h - f a h = f ' a . Sometimes the tangent line is defined as that which cuts the function at a single point.

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Calculator to obtain the Equation of the tangent line to

The tangent line to a curve at a point is the one that passes through the point (a, f(a)) and whose slope is equal to f '(a). Example: Finding the equation of the

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Finding the equation of the tangent line (solved exercises)

Steps to find the equation of the tangent line - Find the first derivative of f(x) - Substitute x in f'(x) for the value of x0 of the given point to find the equation of the tangent line

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