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This technique is called implicit differentiation We summarize the steps we take to find dy/dx when an equation defines y implicitly as a

PDFFall 2019 We describe here two applications of calculus where implicit differentiation occurs Application 1 Indifference curves in economics

PDFECONOMIC APPLICATIONS OF IMPLICIT DIFFERENTIATION 1 Substitution of Inputs Let Q = F(L, K) be the production function in terms of labor and capital

PDFWhen we do so, the process is called “implicit differentiation ” Note: All of the “regular” derivative rules apply, with the one special case of using the chain

PDFAnother application for implicit differentiation is the topic of related rates Related rates are used to determine the rate at which a variable is changing

PDFThe chain rule and implicit differentiation are techniques used to easily differentiate otherwise be shown with applications to real world problems

PDFIn this lesson we will discuss some real-life applications of these equations and illustrate the strategies one uses for solving such problems Let's start our

PDFSuch functions are called implicit functions In this unit we explain how these can be differentiated using implicit differentiation

PDF## Math

## AP®︎/College Calculus AB

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- [PDF] differentiating inverse functions practice
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- [PDF] calculus inverse functions
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- [PDF] differentiating inverse trig functions
- [PDF] differentiating inverse trigonometric functions

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