'Differentiability' presentation slideshows

Linearity and Local Linearity

Linearity and Local Linearity . Linear Functions. Linear Functions. Linear Functions. Our slope of tells us that a change of ? x in our independent variable . . . . ? x. . . . elicits a change of in our dependent variable. . Linear Functions.

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13 ?????

13 ?????. Functions of Several Variables. 13.1 ??????? 13.2 ????? 13.3 ??? 13.4 ?? 13.5 ?????????? 13.6 ????????? 13.7 ?????? 13.8 ???????? 13.9 ??? ??????? 13.10 ???????. P.559. Ch13 ?????. 13.4 ?? (Differentials). ??????

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308 views • 14 slides

3.1 Definition of Derivative

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Inverse Functions

Inverse Functions. Definition of Inverse Functions. A function g is the inverse of the function f if f(g(x)) = x for each x in the domain of g and g(f(x)) = x for each x in the domain of f. The function g is denoted by f -1 (read f inverse). .

338 views • 10 slides

3.2 Differentiability

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3.2 Differentiability

101 views • 7 slides