A) \[{{I}^{A}}{{I}^{B}}\times {{I}^{A}}{{I}^{O}}\]
B) \[{{I}^{O}}{{I}^{O}}\times {{I}^{A}}{{I}^{A}}\]
C) \[{{I}^{A}}{{I}^{B}}\times {{I}^{O}}{{I}^{O}}\]
D) \[{{I}^{B}}{{I}^{O}}\times {{I}^{A}}{{I}^{O}}\]
Correct Answer: D
Solution :
The possible genotype of his parents will be 18\[{{1}^{O}}\times {{1}^{A}}{{I}^{O}}\].SPERM | O | A | B | AB | |||||
i | i | \[{{i}^{A}}\] | i | \[{{i}^{B}}\] | \[{{i}^{A}}\] | \[{{i}^{B}}\] | |||
O | i | ii O | ii O | \[{{i}^{A}}i\] A | ii O | \[{{i}^{B}}i\] B | \[{{i}^{A}}i\] A | \[{{i}^{B}}i\]B | |
A | i | ii O | ii O | \[{{i}^{A}}i\] A | ii O | \[{{i}^{B}}i\] B | \[{{i}^{A}}i\] A | \[{{i}^{B}}i\]B | |
B | i | ii O | ii O | \[{{i}^{A}}i\]A | ii O | \[{{i}^{B}}i\] B | \[{{i}^{A}}i\]A | \[{{i}^{B}}i\]B | |
\[{{i}^{B}}\] | \[{{i}^{B}}i\]B | \[{{i}^{B}}i\]B | \[{{i}^{A}}{{i}^{B}}\]AB | \[{{i}^{B}}i\]B | \[{{i}^{B}}i\] B | \[{{i}^{A}}{{i}^{B}}\]AB | \[{{i}^{B}}{{i}^{B}}\]B | ||
AB | \[{{i}^{A}}\] | \[{{i}^{A}}i\]A | \[{{i}^{A}}i\]A | \[{{i}^{A}}{{i}^{A}}\]A | \[{{i}^{A}}i\]A | \[{{i}^{A}}{{i}^{B}}\]AB | \[{{i}^{A}}{{i}^{A}}\]A | \[{{i}^{A}}{{i}^{B}}\]AB | |
\[{{i}^{B}}\] | \[{{i}^{B}}i\]B | \[{{i}^{B}}i\]B | \[{{i}^{A}}{{i}^{B}}\]AB | \[{{i}^{B}}i\]B | \[{{i}^{B}}{{i}^{B}}\]B | \[{{i}^{B}}{{i}^{B}}\]AB | \[{{i}^{B}}{{i}^{B}}\]B |
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