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Uniform convergence'in kopyası
Autor:
ferit
,
peressamuel
This applet demonstrates that f_n(x) = e^(n(x-1)) converges to f(x) =0 uniformly on (0,a) for any 0<a<1, but not uniformly on (0,1).
GeoGebra
Nuevos recursos
Basic and Compound Inequality Illustrator
Modifiable Right Triangular Prism
Right Triangle Inscribed in a Semicircle
End Behavior of Polynomial Functions
Building Algebra Tile Models for Trinomials
Descubrir recursos
Unit circle
test
Test
circles
pseudo-model of the quintic equation
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Hipérbola
Términos
Funciones partidas
Prisma
Cuadriláteros