Determine Y
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Determine Y
Na figura r // s e t // v, determine y.
![Determine Y 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)
Gabarito: 55º :scratch: :scratch: :scratch: :scratch:
Gabarito: 55º :scratch: :scratch: :scratch: :scratch:
Armando Vieira- Mestre Jedi
- Mensagens : 652
Data de inscrição : 03/01/2015
Idade : 24
Localização : Bahia, Brasil
Re: Determine Y
A questão não deixa claro, mas vamos supor que os dois traços oblíquos a v são o raio da circunferência interna:
![Determine Y 33ngo48](https://2img.net/h/oi60.tinypic.com/33ngo48.png)
y+40+85+90+90=360->y=55
![Determine Y 33ngo48](https://2img.net/h/oi60.tinypic.com/33ngo48.png)
y+40+85+90+90=360->y=55
jango feet- Matador
- Mensagens : 476
Data de inscrição : 30/01/2013
Idade : 29
Localização : Feira de santana;Bahia, Brasil
Re: Determine Y
Muito obrigado!!!
![Very Happy](https://2img.net/i/fa/i/smiles/icon_biggrin.png)
![Very Happy](https://2img.net/i/fa/i/smiles/icon_biggrin.png)
![Very Happy](https://2img.net/i/fa/i/smiles/icon_biggrin.png)
![Very Happy](https://2img.net/i/fa/i/smiles/icon_biggrin.png)
Armando Vieira- Mestre Jedi
- Mensagens : 652
Data de inscrição : 03/01/2015
Idade : 24
Localização : Bahia, Brasil
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