Calcule a distância BE
3 participantes
Página 1 de 1
Calcule a distância BE
1. Dado as equações, calcule lBEl da figura abaixo:
2a+4b=20
7a-3b=36
R:[latex]\frac{\sqrt{1922}}{\sqrt{25}}m^{^{2}}[/latex]
![Calcule a distância BE AjtAAAAABJRU5ErkJggg==](data:image/png;base64,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)
2a+4b=20
7a-3b=36
R:[latex]\frac{\sqrt{1922}}{\sqrt{25}}m^{^{2}}[/latex]
Zeis- Mestre Jedi
- Mensagens : 512
Data de inscrição : 16/03/2020
Elcioschin- Grande Mestre
- Mensagens : 72240
Data de inscrição : 15/09/2009
Idade : 77
Localização : Santos/SP
Re: Calcule a distância BE
uma dica:
AB = DF e BD = AF ----> quadrilátero ABDF é um retângulo de diagonais AD = BF = 2R = 10 -----> R = 5.
AB = DF e BD = AF ----> quadrilátero ABDF é um retângulo de diagonais AD = BF = 2R = 10 -----> R = 5.
Medeiros- Grupo
Velhos amigos do Fórum - Mensagens : 10425
Data de inscrição : 01/09/2009
Idade : 72
Localização : Santos, SP, BR
Página 1 de 1
Permissões neste sub-fórum
Não podes responder a tópicos
|
|