Julgue o item seguinte, acerca de telecomunicações e de sist...
Próximas questões
Com base no mesmo assunto
Ano: 2015
Banca:
CESPE / CEBRASPE
Órgão:
Telebras
Prova:
CESPE - 2015 - Telebras - Engenheiro - Engenharia da Computação |
Q647597
Engenharia de Telecomunicações
Julgue o item seguinte, acerca de telecomunicações e de sistemas de comunicação.
A figura a seguir mostra, corretamente, o espectro de uma modulação AM em que as bandas superior e inferior estão sendo transmitidas, mas a portadora está suprimida.
![Imagem associada para resolução da questão](data:image/png;base64,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)
A figura a seguir mostra, corretamente, o espectro de uma modulação AM em que as bandas superior e inferior estão sendo transmitidas, mas a portadora está suprimida.