'Strictly decreasing' diaporamas de présentation

Advanced Topics in Search Theory

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FUNCTIONS

FUNCTIONS. Introduction.

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Lecture 8

Lecture 8. Functions of a Random Variable Functions of Two or More Random Variables. ?????????????????????????. Functions of A Random Variable. Suppose X has a discrete distribution with p.f. f , and Y=r ( X ), a function of X . The p.f. of Y is:.

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Mathematics

Mathematics. Session. Applications of Derivatives - 2. Session Objectives. Increasing and Decreasing Functions. Use of Derivative. Maximum and Minimum. Extreme and Critical points. Theorem 1 and 2. Greatest and Least Values. Class Exercise. Increasing Function. Increasing Function.

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Lecture 8

Lecture 8. Increasing and Decreasing Functions. Graphs. decreasing. increasing. Sometimes increasing, sometimes decreasing. Increasing/decreasing on an interval. y = f(x). f is decreasing on [a,b], increasing on [c,d]. f is neither decreasing nor increasing on [a,d], [b,c], [b,d].

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Differentiating the Inverse

Differentiating the Inverse. Objectives. Students will be able to Calculate the inverse of a function. Determine if a function has an inverse. Differentiate the inverse of a given function. Find the equation of the tangent line to the inverse of a given function at a given point. Example 1.

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