Author:
Funes Jorge Olivares,Martin Pablo,Kari Elvis Valero
Abstract
Abstract
Let us consider
d
2
y
d
x
2
+
y
=
Q
(
x
,
a
)
,
y
(
0
)
=
y
(
1
)
=
0
,
x
,
a
∈
(
0
,
1
)
.
.
In the following paper, various differential equations will be displayed, which willbe solved using Galerkin’s numericla method and where formal solutions and their numerical approximations can be seen with GeoGebra animated Apptles.
Subject
General Physics and Astronomy
Reference5 articles.
1. Finite Elements and Finite Differences in some differential equations of second linear with GeoGeobra;Funes;J. Phys. Conf Ser.,2021
2. Exploring the exact differential equations with GeoGebra software;Funes;J. Phys. Conf Ser.,2021
3. Resolving non-homogeneous linear differential equations using the undetermined method coefficients and variation of parameters by means of GeoGebra;Funes;J. Phys. Conf Series,2019
4. Animation and intereactive creations in linear diferential equations of first order: the case GeoGebra;Olivares,2018
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