In a cross between $AABB$ and $aabb$,what is the probability of obtaining $AaBb$ in the $F_2$ generation (in $/16$)?

  • A
    $1$
  • B
    $2$
  • C
    $8$
  • D
    $4$

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Appearance of new combinations in $F_2$ generation of a dihybrid cross proves the law of . . . . . . .

In a dihybrid cross between $AABB$ and $aabb$,the $F_2$ generation produces offspring with genotypes $AABB$,$AABb$,$AaBB$,and $AaBb$. What will be their phenotypic ratio?

How many types of gametes will be produced by an individual having genotype $AaBbcc$?

When $AABbcc$ is crossed with $AaBbCc$,what is the probability of obtaining an offspring with the genotype $AaBbcc$?

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State the Law of Independent Assortment and explain how it is derived.

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