This Demonstration is designed to introduce calculus students to the idea of a limit. Adding the lengths of a number n of line segments with endpoints on a curve gives successively better approximations of the length of the curve as n increases toward infinity, as long as the length of the largest line segment tends to zeroComponente Curricular::Educação Superior::Ciências Exatas e da Terra::Matemátic
Calculus, SequencesThis Demonstration shows the limit behavior for three different sequences: two co...
This project is designed for a multicalculus class already familiar with computing the arc length of...
Analytic GeometryPairs of functions can be combined in six standard ways. The pairs are plotted as d...
This Demonstration is designed to introduce calculus students to the idea of a limit. Adding the len...
Calculus, limit, areaA semicircle of radius 1 and its diameter are approximated by two families of c...
Calculus, limit, areaA semicircle of radius 1 and its diameter are approximated by two families of c...
This Demonstration shows how the arcs of a circle can be approximated with 1-4 Bézier curves. Each B...
International audienceWe show that arc length is a global conformal parameter for analytic curves an...
The formula for arc length S of the graph of f(x) from a to b is ∫(1+f´(x)^2)^(⅟2) dx. The resembla...
The formula for arc length S of the graph of f(x) from a to b is ∫(1+f´(x)^2)^(⅟2) dx. The resembla...
This educational object presents the calculus of a circle's area through concepts and techniques of ...
The previous work in teaching Calculus is described and some methods are introduced which are more s...
This educational object presents the calculus of a circle's area through concepts and techniques of ...
Objeto de aprendizaje: Presentación multimediaEste recurso educativo indica casos para calcular la l...
Cosine, ciecle, hyperbolic cosine, arc length,The length of the arc MN of the graph of the hyperboli...
Calculus, SequencesThis Demonstration shows the limit behavior for three different sequences: two co...
This project is designed for a multicalculus class already familiar with computing the arc length of...
Analytic GeometryPairs of functions can be combined in six standard ways. The pairs are plotted as d...
This Demonstration is designed to introduce calculus students to the idea of a limit. Adding the len...
Calculus, limit, areaA semicircle of radius 1 and its diameter are approximated by two families of c...
Calculus, limit, areaA semicircle of radius 1 and its diameter are approximated by two families of c...
This Demonstration shows how the arcs of a circle can be approximated with 1-4 Bézier curves. Each B...
International audienceWe show that arc length is a global conformal parameter for analytic curves an...
The formula for arc length S of the graph of f(x) from a to b is ∫(1+f´(x)^2)^(⅟2) dx. The resembla...
The formula for arc length S of the graph of f(x) from a to b is ∫(1+f´(x)^2)^(⅟2) dx. The resembla...
This educational object presents the calculus of a circle's area through concepts and techniques of ...
The previous work in teaching Calculus is described and some methods are introduced which are more s...
This educational object presents the calculus of a circle's area through concepts and techniques of ...
Objeto de aprendizaje: Presentación multimediaEste recurso educativo indica casos para calcular la l...
Cosine, ciecle, hyperbolic cosine, arc length,The length of the arc MN of the graph of the hyperboli...
Calculus, SequencesThis Demonstration shows the limit behavior for three different sequences: two co...
This project is designed for a multicalculus class already familiar with computing the arc length of...
Analytic GeometryPairs of functions can be combined in six standard ways. The pairs are plotted as d...