
:E6/geometry/oefsymmetry.fr
exo=sym2&qnum=1&qcmlevel=3&scoredelay=&intro_qcmpresent=4&intro_presentsol=1&intro_check=1&intro_check=2&intro_check=3&intro_check=4&intro_expert=yes
20
1
Symtrie d'une figure compose de carrs
un peu long au chargement
:E6/geometry/oefsymmetry.fr
exo=lettre1&qnum=1&qcmlevel=3&scoredelay=&intro_qcmpresent=4&intro_presentsol=1&intro_check=1&intro_check=2&intro_check=3&intro_check=4&intro_expert=yes
20
1
Symtrique d'une lettre ou d'un chiffre

:E6/geometry/oefsymmetry.fr
exo=sym21&qnum=1&qcmlevel=3&scoredelay=&intro_qcmpresent=4&intro_presentsol=1&intro_check=1&intro_check=2&intro_check=3&intro_check=4&intro_expert=yes
10
1
Symtrie d'une figure compose de carrs
plus difficile
:E6/geometry/oefsym.fr
exo=cepoint1&qnum=1&qcmlevel=3&scoredelay=&intro_qcmpresent=4&intro_presentsol=1&intro_check=1&intro_check=2&intro_check=3&intro_check=4&intro_expert=yes
10
1
Symtrique d'un point 1 (symtrie centrale)

:E6/geometry/oefsym.fr
exo=axpoint1&qnum=1&qcmlevel=3&scoredelay=&intro_qcmpresent=4&intro_presentsol=1&intro_check=1&intro_check=2&intro_check=3&intro_check=4&intro_expert=yes
10
1
Symtrique d'un point 1 (symtrie axiale)

:E6/geometry/oefsym.fr
exo=cepoint&qnum=1&qcmlevel=3&scoredelay=&intro_qcmpresent=4&intro_presentsol=1&intro_check=1&intro_check=2&intro_check=3&intro_check=4&intro_expert=yes
10
2
Symtrique d'un point 2 (symtrie centrale)
construction
:E6/geometry/oefsym.fr
exo=axpoint&qnum=1&qcmlevel=3&scoredelay=&intro_qcmpresent=4&intro_presentsol=1&intro_check=1&intro_check=2&intro_check=3&intro_check=4&intro_expert=yes
10
2
Symtrique d'un point 2 (symtrie axiale)
construction reposant sur la dfinition.
:H3/geometry/oefgeomcollege.fr
exo=singlan4&qnum=1&qcmlevel=3&scoredelay=&intro_qcmpresent=4&intro_presentsol=1&intro_check=1&intro_check=2&intro_check=3&intro_check=4&intro_expert=yes
10
1
Droites remarquables
dfinition
:classes/fr
exo=Centres&qnum=1&qcmlevel=3&scoredelay=&intro_qcmpresent=4&intro_presentsol=1&intro_check=1&intro_check=2&intro_check=3&intro_check=4&intro_expert=yes
10
1
Droites remarquables du triangle 
et leur point de concours
:H3/geometry/oefthales2.fr
exo=rapara&exo=pap2&exo=pap&exo=triangle&exo=triangle2&exo=parap1&exo=parap2&exo=parat1&exo=parat2&qnum=1&qcmlevel=3&scoredelay=&confparm2=1&confparm3=1
30
1
Thorme de Thals

:H3/geometry/oefpytha.fr
exo=Trianglerectan&qnum=1&qcmlevel=3&scoredelay=
10
1
Triangle rectangle 1

:H3/geometry/OEFpythagore2.fr
exo=longueur2&exo=longueur1&exo=egalite1&exo=egalite2&exo=enchainement&exo=rectangle&qnum=1&qcmlevel=3&scoredelay=&confparm1=1&confparm2=1
10
1
Triangle rectangle 2

:H3/geometry/oeftrigo2.fr
exo=anglesin&exo=anglecos&exo=angletan&exo=longsin&exo=longcos&exo=longtan&qnum=1&qcmlevel=3&scoredelay=&confparm1=1&confparm2=1
30
1
Trigonomtrie et triangle rectangle

:H1/geometry/OEFtriang5.fr
exo=demo1&qnum=1&qcmlevel=3&scoredelay=&intro_qcmpresent=4&intro_presentsol=1&intro_check=1&intro_check=2&intro_check=3&intro_check=4&intro_expert=yes
10
1
Triangle isocle
Dmonstration de l'galit des angles  la base
:H1/geometry/OEFtriang5.fr
exo=demo2&qnum=1&qcmlevel=3&scoredelay=&intro_qcmpresent=4&intro_presentsol=1&intro_check=1&intro_check=2&intro_check=3&intro_check=4&intro_expert=yes
10
1
Triangle quilatral
Dmonstration de l'galit des angles
:H1/geometry/OEFtriang5.fr
exo=inegtri&qnum=1&qcmlevel=3&scoredelay=&intro_qcmpresent=4&intro_presentsol=1&intro_check=1&intro_check=2&intro_check=3&intro_check=4&intro_expert=yes
10
1
Ingalit triangulaire.

:H6/geometry/trigoPostBac.fr
max=5&mode=3
30
1
Point associ  un angle remarquable donn
 en radians
:H6/geometry/trigoPostBac.fr
max=5&mode=3B
30
1
Point associ  un angle remarquable donn
en degr
:H6/geometry/trigoPostBac.fr
max=3&mode=2
30
1
Angle, cosinus, sinus (radians)
Angles remarquables
:H6/geometry/trigoPostBac.fr
max=3&mode=2B
30
1
Angle, cosinus, sinus (degrs)
Angles remarquables
:H6/geometry/trigoPostBac.fr
max=3&mode=2C
30
1
Angle donn par un cosinus ou sinus remarquable

:devel/mcld/test~geometry~oefarc.fr
exo=cossin&qnum=1&qcmlevel=3&scoredelay=
50
1
Angles remarquables
cosinus et sinus (cet exercice n'utilise pas Java et reprend les savoirs vus dans les exercices prcdents)
:devel/mcld/test~geometry~oefarc.fr
exo=cossin&qnum=1&qcmlevel=3&scoredelay=60
50
1
Angles remarquables
l'exercice 22 chronomtr

