Uma das extremidades de um segmento AB e o ponto A (3,2). Sendo M (-1,3) o ponto medio desse segmento determine as coordenadas da outra extremidade do segmento
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Olá Barbara,
só substituir os valores do ponto médio e das coordenadas..

Portanto o ponto B é:

Tenha ótimos estudos ;D
só substituir os valores do ponto médio e das coordenadas..
Portanto o ponto B é:
Tenha ótimos estudos ;D
korvo:
entendeu??
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