Add to ORKGPolynimial, slider, derivativesThis shows the graphs of a cubic polynomial and its first, second, and third derivatives. Only the top slider affects the third derivative, and the bottom slider doesn't affect the second derivative. Can you explain whyComponente Curricular::Educação Superior::Ciências Exatas e da Terra::Matemátic
CalculusDrag the red marker along the x axis to move the point and tangent line. Choose among polyno...
The interpolating polynomial is the polynomial of degree n-1 that goes through all n points. Move th...
DerivativeThe finite difference is the discrete analog of the derivative. An n^th power has a consta...
Polynimial, slider, derivativesThis shows the graphs of a cubic polynomial and its first, second, an...
This Demonstration displays the graph of the fifth-degree polynomial,f(x)=0.01x^5-0.015x^4-0.21x^3+0...
Calculus, Derivatives, PolynomialsDrag the red marker along the x axis to move the point. Choose amo...
Precalculus, derivativesThis Demonstration illustrates how changing a coefficient affects the shape ...
Calculus, DerivativesThis Demonstration illustrates the connection between a function and its deriva...
The graph of a polynomial with roots c_1, c_2, c_3... meets the x axis at those roots. At a simple r...
PolynomialThis Demonstration graphically and numerically shows the point of inflection of a cubic po...
DerivativesIf f and g are both differentiable at x, then the derivative of their product at x is giv...
The roots of a cubic polynomial depend on the coefficients of the cubic in a complicated way. In thi...
For a polynomial p(z), the roots of p'(z) (red) always lie within the convex hull of the roots of p...
Four points in the complex plane can be the roots of a complex polynomial of degree four. Solid line...
DerivativesIf f and g are both differentiable at x and g(x)=/0, then the derivative of their quotien...
CalculusDrag the red marker along the x axis to move the point and tangent line. Choose among polyno...
The interpolating polynomial is the polynomial of degree n-1 that goes through all n points. Move th...
DerivativeThe finite difference is the discrete analog of the derivative. An n^th power has a consta...
Polynimial, slider, derivativesThis shows the graphs of a cubic polynomial and its first, second, an...
This Demonstration displays the graph of the fifth-degree polynomial,f(x)=0.01x^5-0.015x^4-0.21x^3+0...
Calculus, Derivatives, PolynomialsDrag the red marker along the x axis to move the point. Choose amo...
Precalculus, derivativesThis Demonstration illustrates how changing a coefficient affects the shape ...
Calculus, DerivativesThis Demonstration illustrates the connection between a function and its deriva...
The graph of a polynomial with roots c_1, c_2, c_3... meets the x axis at those roots. At a simple r...
PolynomialThis Demonstration graphically and numerically shows the point of inflection of a cubic po...
DerivativesIf f and g are both differentiable at x, then the derivative of their product at x is giv...
The roots of a cubic polynomial depend on the coefficients of the cubic in a complicated way. In thi...
For a polynomial p(z), the roots of p'(z) (red) always lie within the convex hull of the roots of p...
Four points in the complex plane can be the roots of a complex polynomial of degree four. Solid line...
DerivativesIf f and g are both differentiable at x and g(x)=/0, then the derivative of their quotien...
CalculusDrag the red marker along the x axis to move the point and tangent line. Choose among polyno...
The interpolating polynomial is the polynomial of degree n-1 that goes through all n points. Move th...
DerivativeThe finite difference is the discrete analog of the derivative. An n^th power has a consta...