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Date: Fri, 5 May 2023 09:33:37 -0700 (PDT)
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Subject: =?UTF-8?Q?Re=3A_Le_probl=C3=A8me_de_bite_chez_Hachel?=
From: Richard Verret
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Le vendredi 5 mai 2023 =C3=A0 18:12:11 UTC+2, Python a =C3=A9crit=C2=A0:
> Un peu quand m=C3=AAme, vu que vous r=C3=A9p=C3=A9tez les m=C3=AAme sotti=
ses=20
> m=C3=AAme on on vous explique pourquoi ce sont des sottises.
Le probl=C3=A8me est que nous pensons chacun avoir raison.
Voil=C3=A0 mon approche.
Nous avons deux espaces E et E=E2=80=99 distincts, c=E2=80=99est =C3=A0 dir=
e en mouvement l=E2=80=99un par rapport =C3=A0 l=E2=80=99autre. Au temps t =
=3D 0 de E un point M=E2=80=99 de E=E2=80=99 co=C3=AFncide avec un point M =
de E.=20
Le point M=E2=80=99 a pour coordonn=C3=A9es (x=E2=80=99, y=E2=80=99, z=E2=
=80=99) dans E=E2=80=99. On peut garder ces coordonn=C3=A9es pour le situer=
dans E. Les coordonn=C3=A9es du vecteur OM=E2=80=99 seront alors (x=E2=80=
=99, y=E2=80=99, z=E2=80=99), les m=C3=AAmes que celles du vecteurs O=E2=80=
=99M=E2=80=99 (x=E2=80=99, y=E2=80=99, z=E2=80=99).
Reconnaissez qu=E2=80=99il y a risque de confusion. La question est donc de=
quelles coordonn=C3=A9es parle-t-on ?