DEMONTRER QUE 49xAU CARE>OU EGALE(28x-4) svp

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Grade: Education Subject: mathematiques

Asked by: USER8976

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Answer (47)

USER3426

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(223)

Bonjour voici une solution :

Answered on 25 Agustus 2025

Question 8: Is this a problem with the story's pacing, or with the execution of the ending?

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Question 7: What would make this ending feel more acceptable to you?

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Question 6: How does this feeling relate to your personal experience with similar stories?

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Question 5: What kind of narrative expectations are being violated?

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AJUTOR!
1.In paralelogramul ABCD , masura unghiului ACB = 50 grade , iar masura unghiului CAB =40 grade . Aratati ca ABCD este dreptunghi
2. ABC este un triunghi dreptunghic in A si AM este mediana ( M apartine BC ) . Fie D simetricul lui A fata de M . Aratati ca ABDC este dreptunghi .

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It separates women, creating isolation and unhappiness.

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DEMONTRER QUE 49xAU CARE>OU EGALE(28x-4) svp

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Answer (47)

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Question 9: How does this feeling affect your enjoyment of the comic?

Question 8: Is this a problem with the story's pacing, or with the execution of the ending?

Question 7: What would make this ending feel more acceptable to you?

Question 6: How does this feeling relate to your personal experience with similar stories?

Question 5: What kind of narrative expectations are being violated?

AJUTOR!1.In paralelogramul ABCD , masura unghiului ACB = 50 grade , iar masura unghiului CAB =40 grade . Aratati ca ABCD este dreptunghi2. ABC este un triunghi dreptunghic in A si AM este mediana ( M apartine BC ) . Fie D simetricul lui A fata de M . Aratati ca ABDC este dreptunghi .

What if the error persists after updating webpack and plugins?

In state government, the _________________ holds the top office in the executive branch.

I made a mistake entering the Cloudflare nameservers at my registrar. How can I correct it?

AJUTOR!
1.In paralelogramul ABCD , masura unghiului ACB = 50 grade , iar masura unghiului CAB =40 grade . Aratati ca ABCD este dreptunghi
2. ABC este un triunghi dreptunghic in A si AM este mediana ( M apartine BC ) . Fie D simetricul lui A fata de M . Aratati ca ABDC este dreptunghi .