Problema de Prisma e volume Concurso Vunesp
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Problema de Prisma e volume Concurso Vunesp
Um recipiente com o formato de um prisma reto de base retangular com 12 cm de largura por 18 cm de comprimento encontra-se vazio, conforme mostra a figura. Para encher completamente esse prisma, são necessários 16 copos, cada um deles contendo 270 mL de água.
A altura desse prisma, em cm, é
(A) 26.
(B) 24.
(C) 22.
(D) 20.
(E) 18.
A altura desse prisma, em cm, é
(A) 26.
(B) 24.
(C) 22.
(D) 20.
(E) 18.
liviacandido- Padawan
- Mensagens : 82
Data de inscrição : 04/03/2014
Idade : 43
Localização : são paulo
Re: Problema de Prisma e volume Concurso Vunesp
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![Problema de Prisma e volume Concurso Vunesp OxLKlWUGjGkAAAAASUVORK5CYII=](data:image/png;base64,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)
liviacandido- Padawan
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Data de inscrição : 04/03/2014
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Localização : são paulo
Re: Problema de Prisma e volume Concurso Vunesp
Sb = 12.18 ---> Sb = 216 cm²
V = 16.270 ---> V = 4 320 cm³
V = Sb.h ---> 4 320 = 216.h ---> h = 20 cm
V = 16.270 ---> V = 4 320 cm³
V = Sb.h ---> 4 320 = 216.h ---> h = 20 cm
Elcioschin- Grande Mestre
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liviacandido- Padawan
- Mensagens : 82
Data de inscrição : 04/03/2014
Idade : 43
Localização : são paulo
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