Slope of graph y = f (x) \ — / Page 10 {10} • Applications of differentiation There is another important type of stationary point: • If f (c) = 0 with f (x) > 0 on both sides
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[PDF] Applications of differentiation - Australian Mathematical Sciences
Slope of graph y = f (x) \ — / Page 10 {10} • Applications of differentiation There is another important type of stationary point: • If f (c) = 0 with f (x) > 0 on both sides
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15: APPLICATIONS OF DIFFERENTIATION Stationary Points Stationary points are points on a graph where the gradient is zero A stationary point can be any
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In this chapter, we will study applications of the derivative in various In this section, we will use differentiation to find out whether a function is increasing or
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Cobb-Douglas production function etc Ample examples have been given in the lesson to demonstrate the applications of differentiation in practical business
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21 nov 2012 · Applications of Differentiation 2 What You'll Learn 2 1 Using First Derivatives to Find Maximum and Minimum Values and Sketch Graphs
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Overview One of the most important applications of the derivative is its use as a tool for wrote the first introductory differential calculus text, where the rule first
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5 The clever idea behind differential calculus (also known as differentiation is an application of the chain rule together with our knowledge of the derivative of
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