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Hyperbolic FUNCTIONS

Hyperbolic FUNCTIONS

Hyperbolic FUNCTIONS. HYPERBOLIC FUNCTIONS. Certain combinations of the exponential functions e x and e -x arise so frequently in mathematics and its applications that they are given special names. HYPERBOLIC FUNCTIONS.

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INVERSE FUNCTIONS

INVERSE FUNCTIONS

7. INVERSE FUNCTIONS. INVERSE FUNCTIONS. Certain even and odd combinations of the exponential functions e x and e -x arise so frequently in mathematics and its applications that they deserve to be given special names. . INVERSE FUNCTIONS. In many ways, they are analogous to

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851 views • 43 slides
INVERSE FUNCTIONS

INVERSE FUNCTIONS

7. INVERSE FUNCTIONS. INVERSE FUNCTIONS. Certain even and odd combinations of the exponential functions e x and e -x arise so frequently in mathematics and its applications that they deserve to be given special names. . INVERSE FUNCTIONS. In many ways, they are analogous to

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651 views • 43 slides
INVERSE FUNCTIONS

INVERSE FUNCTIONS

7. INVERSE FUNCTIONS. INVERSE FUNCTIONS. Certain even and odd combinations of the exponential functions e x and e -x arise so frequently in mathematics and its applications that they deserve to be given special names. INVERSE FUNCTIONS. In many ways, they are analogous to

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441 views • 43 slides
DIFFERENTIATION RULES

DIFFERENTIATION RULES

3. DIFFERENTIATION RULES. DIFFERENTIATION RULES. Certain even and odd combinations of the exponential functions e x and e -x arise so frequently in mathematics and its applications that they deserve to be given special names. DIFFERENTIATION RULES. In many ways, they are analogous to

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789 views • 41 slides

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