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2.1 Tangents and Derivatives at a Point

2.1 Tangents and Derivatives at a Point. Finding a Tangent to the Graph of a Function. To find a tangent to an arbitrary curve y=f(x) at a point P(x 0 ,f(x 0 )), we Calculate the slope of the secant through P and a nearby point Q(x 0 +h, f(x 0 +h)).

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Calculus and Analytical Geometry

MTH 104. Calculus and Analytical Geometry. Lecture # 8. Techniques of differentiation. 1. Constant Function Rule : The derivative of a constant function is zero. y = f(x) = c where c is a constant. Examples. Techniques of differentiation. 2. Power Rule :

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General nth order derivative - PowerPoint PPT Presentation

2.1 Tangents and Derivatives at a Point

Calculus and Analytical Geometry