Ejercicios
Principal Teoría Ejercicios

 

 

Nota: El fin de esta página no es hacer el trabajo por Uds., sino explilcar el proceso de derivación.

 

y = k

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f (x)=                                        y´=

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y = kx

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f (x)=   x                                   y´=

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y = kxm

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f (x)=   x                        y´= x

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y = ax

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f (x)=   x                                   y´= x  * L

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y = ksenmx

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f (x)=   Sen  (x)     y´= (dx) [ Sen X * d-dx.gif (89 bytes) Sen X + Sen X * d-dx.gif (89 bytes) Sen X]

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y = kcosmx

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f (x)=   Cos  (x)     y´= (dx) [ Cos X * d-dx.gif (89 bytes) Cos X + Cos X * d-dx.gif (89 bytes) Cos X]

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y = ktanmx

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f (x)=   Tan  (x)     y´= (dx) [ Tan X * d-dx.gif (89 bytes) Tan X + Tan X * d-dx.gif (89 bytes) Tan X]

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y = kcotmx

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f (x)=   Cot  (x)     y´= (dx) [ Cot X * d-dx.gif (89 bytes) Cot X + Cot X * d-dx.gif (89 bytes) Cot X]

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y = ksecmx

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f (x)=   Sec  (x)    y´= (dx) [ Sec X * d-dx.gif (89 bytes) Sec X + Sec X * d-dx.gif (89 bytes) Sec X]

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y = kcscmx

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f (x)=   Csc  (x)    y´= (dx) [ Csc X * d-dx.gif (89 bytes) Csc X + Csc X * d-dx.gif (89 bytes) Csc X]

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