Calculus - Average Rate of Change

Autor:David Beydler

This applet shows the average rate of change of a function as a secant line. You can move the intersection points to make the secant line approach the tangent line (where you have an instantaneous rate of change).

Nuevos recursos

Dividing a 3-digit number by a 1-digit number (2)
Marion's Theorem
Dividing a 2-digit number by a 1-digit number (1)
Set Operations (2 Sets)
apec

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Transformations of simple functions - Start
Figura 2
cours1
Modul 4_Adi Stiawan_SMAN2Pujut
Бројеви од 0 до 5

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Coordenadas
Vectores
Probabilidad Condicional
Logaritmo
Triángulos Escalenos