Questão 325e3943-c2
Prova:INSPER 2018
Disciplina:Biologia
Assunto:Sistema Imunológico, Identidade dos seres vivos
A figura ilustra a estrutura de um anticorpo.
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)
Considerando as regiões representadas pelas letras X, Y e Z,
é correto afirmar que a região
A figura ilustra a estrutura de um anticorpo.
Considerando as regiões representadas pelas letras X, Y e Z,
é correto afirmar que a região
A
Y é formada por uma sequência de nucleotídeos que se
liga à mesma sequência existente nos antígenos.
B
X indica o local de ligação com o antígeno, sendo, portanto, variável de acordo com os receptores específicos.
C
Z representa a porção enzimática da molécula, responsável pela produção de imunoglobulinas.
D
X, Y e Z são formados por moléculas de proteínas e
ácidos nucleicos conjugados, o que confere memória
imunológica.
E
X, Y e Z representam o complexo antígeno anticorpo formado durante o processo de neutralização do antígeno.