1.
Os
tipos sanguíneos do sistema ABO de três casais e três crianças são mostrados a
seguir.
CASAIS
CRIANÇAS
I.
AB X AB
a. A
II.
B x B
b. O
III.
A X O
c. AB
Sabendo-se
que cada criança é filha de um dos casais, a alternativa que associa
corretamente cada casal a seu filho é:
a) I-a; II-b;
III-c;
b) I-a;
II-c; III-b;
c) I-b;
II-a; III-c;
d) I-c;
II-a; III-b;
e)
I-c; II-b; III-a
2.
Em relação
aos grupos sanguíneos do Sistema ABO marque a alternativa incorreta:
A ( ) Na hemácia do grupo A existem aglutinogênios A.
B ( ) Na hemácia do grupo B existem aglutinogênios B.
C ( ) No plasma do grupo AB não existem aglutininas.
D ( ) Na hemácia do grupo O existem aglutinogênios A e B.
E ( ) No plasma do grupo A existe a aglutinina anti-B.
3. Um homem faleceu por causa de uma transfusão de sangue. Sabendo-se
que seus pais pertenciam aos grupos B (homozigoto) e AB, pergunta-se:
a) qual é o grupo sanguíneo do homem em questão?
b) qual ou quais os possíveis grupos
sanguíneos usados erroneamente na transfusão?
4. Para
os grupos sangüíneos do sistema ABO, existem três alelos comuns na população
humana. Dois (alelos A e B) são co-dominantes entre si e o outro (alelo O) é
recessivo em relação aos outros dois.
De
acordo com essas informações, pode(m)-se afirmar:
I.
Se os pais são do grupo sangüíneo O, os filhos também serão do grupo sangüíneo
O.
II.
Se um dos pais é do grupo sangüíneo A e o outro é do grupo sangüíneo B, todos
os filhos serão do grupo sangüíneo AB.
III.
Se os pais são do grupo sangüíneo A, os filhos poderão ser do grupo sangüíneo A
ou O.
Está(ão)
correta(s)
a)
apenas I.
b)
apenas II.
c)
apenas III.
d)
apenas I e III.
e)
I, II e III.
5.
Um exemplo clássico de alelos múltiplos é o sistema de grupos sangüíneos
humano, em que o alelo IÞ, que codifica para o antígeno A, é co-dominante sobre
o alelo Iß, que codifica para o antígeno B. Ambos os alelos são dominantes
sobre o alelo i, que não codifica para qualquer antígeno. Dois tipos de soros,
anti-A e anti-B, são necessários para a identificação dos quatro grupos
sangüíneos: A, B, AB e O.
a) Complete o quadro a seguir com os genótipos e as reações antigênicas (represente com os sinais + e -) dos grupos sangüíneos indicados.
![](data:image/png;base64,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)
b) Embora 3 alelos distintos determinem os grupos sangüíneos ABO humanos, por que cada indivíduo é portador de somente dois alelos?
a) Complete o quadro a seguir com os genótipos e as reações antigênicas (represente com os sinais + e -) dos grupos sangüíneos indicados.
b) Embora 3 alelos distintos determinem os grupos sangüíneos ABO humanos, por que cada indivíduo é portador de somente dois alelos?
6. Os grupos sangüíneos são determinados pela presença ou
ausência de antígenos na superfície das hemácias. No caso do Sistema ABO, os
antígenos estão presentes no sangue dos grupos A, B, AB e ausentes no grupo
O".
("Reserva estratégica de sangue", de Ricardo
Lorzetto. CIÊNCIA HOJE, SBPC, vol. 19/n¡. 113, set. 95, p. 58.)
a) O que são antígenos?
b) Qual a importância de se identificar a presença de
antígenos eritrocitários (presentes nas hemácias ou eritrócitos) no sangue
humano?
7. Os grupos sanguíneos, que foram descobertos há pouco mais de
cem anos, são determinados geneticamente, como um caráter mendeliano. A
respeito dessa temática, assinale o que for correto.
(01) De acordo com o sistema de grupos sanguíneos ABO, são
possíveis oito genótipos diferentes.
(02) Em relação ao sistema sanguíneo ABO, no cruzamento A
com B podem ocorrer descendentes sem anticorpos (aglutininas) no plasma.
(04) Nas transfusões de sangue, o aglutinogênio presente nas
hemácias (antígeno) do doador deve ser compatível com a aglutinina presente no
plasma (anticorpo) do receptor.
(08) Existem diferentes grupos sanguíneos na espécie humana,
reunidos no sistema ABO. Quando gotas de sangue de pessoas distintas são
misturadas sobre uma lâmina de vidro, pode haver ou não aglutinação das
hemácias. A aglutinação é característica da reação antígeno-anticorpo.
(16) Um homem do grupo sangüíneo AB e uma mulher cujos avós
paternos e maternos pertencem ao grupo sanguíneo O poderão ter apenas filhos do
grupo O.
SOMA:_______
Nenhum comentário:
Postar um comentário