DerivativesChoose the logistic function. Check the first derivative box. Find an approximate x0 value where the increase of f(x) is highest. Choose the exponential function. Check the second derivative box. Find an approximate x0, the inflection point, where the tangent line switches from above the function to below. Actually, it is the zero of f´´(x). Choose the polynomial of degree four. Check both the first derivative and second derivative boxesComponente Curricular::Educação Superior::Ciências Exatas e da Terra::Matemátic
The rate of change of any function versus its independent variables was defined as a derivative. The...
Precalculus, derivativesThis Demonstration illustrates how changing a coefficient affects the shape ...
Polynimial, slider, derivativesThis shows the graphs of a cubic polynomial and its first, second, an...
DerivativesChoose the logistic function. Check the first derivative box. Find an approximate x0 valu...
Objeto de aprendizaje: Presentación multimediaIn this educational presentation we continue with the ...
Analytic Geometry, tangentChoose the cubic polynomial for some experiments. Consider the red point a...
Calculus, DerivativesThis Demonstration illustrates the connection between a function and its deriva...
The aim of this paper is to raise concerns with the mathematical concept of the derivative as we kno...
CalculusDrag the red marker along the x axis to move the point and tangent line. Choose among polyno...
Calculus, Derivatives, PolynomialsDrag the red marker along the x axis to move the point. Choose amo...
This Demonstration displays the graph of the fifth-degree polynomial,f(x)=0.01x^5-0.015x^4-0.21x^3+0...
There are many different way of mathematics rules. Among them, we express finding the extreme values...
Calculus,Curves,Exponential Functions, Exponents and LogarithmsFor each exponential function a^x, a>...
The article focuses on the application of mathematical methods in economics, in particular discussin...
Students’ understanding, thinking and difficulties with the derivative and their difficulties in sol...
The rate of change of any function versus its independent variables was defined as a derivative. The...
Precalculus, derivativesThis Demonstration illustrates how changing a coefficient affects the shape ...
Polynimial, slider, derivativesThis shows the graphs of a cubic polynomial and its first, second, an...
DerivativesChoose the logistic function. Check the first derivative box. Find an approximate x0 valu...
Objeto de aprendizaje: Presentación multimediaIn this educational presentation we continue with the ...
Analytic Geometry, tangentChoose the cubic polynomial for some experiments. Consider the red point a...
Calculus, DerivativesThis Demonstration illustrates the connection between a function and its deriva...
The aim of this paper is to raise concerns with the mathematical concept of the derivative as we kno...
CalculusDrag the red marker along the x axis to move the point and tangent line. Choose among polyno...
Calculus, Derivatives, PolynomialsDrag the red marker along the x axis to move the point. Choose amo...
This Demonstration displays the graph of the fifth-degree polynomial,f(x)=0.01x^5-0.015x^4-0.21x^3+0...
There are many different way of mathematics rules. Among them, we express finding the extreme values...
Calculus,Curves,Exponential Functions, Exponents and LogarithmsFor each exponential function a^x, a>...
The article focuses on the application of mathematical methods in economics, in particular discussin...
Students’ understanding, thinking and difficulties with the derivative and their difficulties in sol...
The rate of change of any function versus its independent variables was defined as a derivative. The...
Precalculus, derivativesThis Demonstration illustrates how changing a coefficient affects the shape ...
Polynimial, slider, derivativesThis shows the graphs of a cubic polynomial and its first, second, an...