A árvore ______ é construída a partir da árvore binária de...
Próximas questões
Com base no mesmo assunto
Ano: 2024
Banca:
IBFC
Órgão:
IMBEL
Prova:
IBFC - 2024 - IMBEL - Engenheiro - Engenheiro em Mecatrônica |
Q2439989
Engenharia Mecatrônica
A árvore ______ é construída a partir da árvore binária de prefixo. Seja um conjunto de chaves {s1, …, sn} de valores binários tais que nenhuma chave seja prefixo de outra. Considere a árvore binária de prefixo correspondente a essas chaves apresentada na figura a seguir. Sabendo que as chaves válidas se encontram nas folhas da árvore, e admitindose de início, que a chave procurada z seja uma chave sempre válida. Agora o processo em questão é buscar a chave z = s4 na árvore. A partir do valor binário de z, o algoritmo percorrerá o caminho 11100 na árvore, iniciando pela raiz. Se z é uma chave válida, após se assegurar de que os dois primeiros dígitos de z são 11 não há alternativa para os dois seguintes, pois correspondem a nós com um único filho. Então, neste caso, a busca poderia eliminar o terceiro e o quarto teste de dígitos, pois, certamente será produzido 10. Em outras palavras, do segundo dígito da chave poderia se prosseguir diretamente para o quinto.
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questão](data:image/png;base64,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)
Assinale a alternativa que preencha corretamente a lacuna do texto acima .
Assinale a alternativa que preencha corretamente a lacuna do texto acima .