January 2021 1 54 Report
Bonjour,
J'avais un devoir d'anglais à faire où il fallait répondre en anglais à une fille en lui expliquant comment s'est passé nos deux premières semaines à l'université, j'ai écris la lettre mais quelqu'un pourrait-il regarder si il y a des fautes et éventuellement me corriger ?
Merci ;)

Lettre:
"Hi Lisa,

I'm doing well, and you? I moved to Chico went well.
For me too, leaving my parents was difficult, but I was happy with the idea of "live" elsewhere.
I too share my room with a boy but he has also just arrived. I hope to meet him, and I hope we will get along. It looks nice but a little shy. The university is very large and there are many people and groups of friends. There in full of different activities such as arts groups, science, and technology ... There is even a large gym with several devices!
It's great for me because I love the sport, and I go every night after school. There I met a girl who came to talk to me, and we made a little knowledge, she’s really beautiful and nice.
The school also has a large garden, where many groups of friends meet to eat, and a large lake where it offers kayak activities, I think trying next week.
In terms of my class, okay, it is fine. The period are hard also because it is faster and there is more homework. I also think I need to get used to, but overall the two weeks have passed since my arrival went smoothly.
I hope someday you can see me!
I miss you a bit 
Take care.
XOXO,
Jason"
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Bonjour, J'avais un devoir d'anglais à faire où il fallait répondre en anglais à une fille en lui expliquant comment s'est passé nos deux premières semaines à l'université, j'ai écris la lettre mais quelqu'un pourrait-il regarder si il y a des fautes et éventuellement me corriger ? Merci ;) Lettre: "Hi Lisa, I'm doing well, and you? I moved to Chico went well. For me too, leaving my parents was difficult, but I was happy with the idea of "live" elsewhere. I too share my room with a boy but he has also just arrived. I hope to meet him, and I hope we will get along. It looks nice but a little shy. The university is very large and there are many people and groups of friends. There in full of different activities such as arts groups, science, and technology ... There is even a large gym with several devices! It's great for me because I love the sport, and I go every night after school. There I met a girl who came to talk to me, and we made a little knowledge, she’s really beautiful and nice. The school also has a large garden, where many groups of friends meet to eat, and a large lake where it offers kayak activities, I think trying next week. In terms of my class, okay, it is fine. The period are hard also because it is faster and there is more homework. I also think I need to get used to, but overall the two weeks have passed since my arrival went smoothly. I hope someday you can see me! I miss you a bit  Take care. XOXO, Jason"
Responda
Bonsoir, j’ai un dm à rendre la semaine prochaine mais je n’y arrive pas quelqu’un pourrait-il m’aider svp ? Merci beaucoup ! Sujet : « Droite d’Euler » On considère un triangle ABC et A’, B’ et C’ les milieux respectifs des segments [BC], [AC] et [AB]. On note O le centre du cercle circonscrit au triangle ABC, H son orthocentre et G son centre de gravité. 1. - Réaliser une figure à l’aide d’un logiciel de géométrie dynamique. (j’ai choisie ici Geogebra) -Construire les vecteurs OH et OG. -Conjecturer un lien entre ces vecteurs (on déplacera les points A,B et C pour confirmer la conjecture). 2. a. Soit M le point définie par vecteur OM= vecteurs OA + OB + OC. EN utilisant la relation de Chasles, démontrer que vecteur AM = deux vecteurs OA’. En déduire que M appartient à la hauteur du triangle ABC issue de A. Démontrer alors que les points M et H sont confondus. B. Soit N le point vérifiant la relation vectorielle : Vecteur NA + vecteur NB + vecteur NC = vecteur 0 En utilisant la relation de Chasles, démontrer que vecteur AN= 2/3 de vecteur AA’. En déduire que N appartient à la médiane du triangle ABC issu de A. Démontrer alors que les points N er G sont confondus. c. En exploitant les deux relations précédentes et la relation de Chasles, justifier que : Vecteur OA + vecteur OB + vecteur OC = 3 vecteur OG. d. Démontrer alors la conjecture émise à la question 1. Note : Si le triangle ABC n’est pas équilatéral, la droite (OH) est appelée la droite d’Euler du triangle ABC. J’ai construit ma figure comme ceci : http://www.e-bahut.com/uploads/monthly_10_2011/post-57505-0-25385100-1318017241.jpg
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