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Exercício de cilindro
Exercício:
Considerando uma lata em formato de cilindro circular de altura h que tenha como base uma circunferência de raio r. Considere as afirmações:
A1- Se o volume da lata é igual a200mL então a área superficial em função do raio é S(r)=40000r2.
A2- Mantendo o volume constante, a area é uma função crescente do raio.
A3- Se a área lateral da lata é igual a 120π, a soma das áreas da tampa e do fundo da lata depende da altura da lata.
Estas afirmações são:
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A. {F,F,F} | ||
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B. {F,F,V} | ||
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C. {V,F,V} | ||
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D. {F,V,V} | ||
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E. {V,V,F} |
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