01. Inheritance of One Gene 1. Law of Dominance 2. Law of Segregation
Principle of Inheritance and Variation

184423 A gene said to be dominant if : -

1 It express it's effect only in homozygous stage
2 It expresses only in heterozygous condition
3 It expresses both in homozygous and heterozygous condition
4 It never expressed in any condition
Principle of Inheritance and Variation

184425 A homozygous red flower is crossed with recessive white. Red is dominant over white. The progeny in the \(F_{1}\) generation will be:

1 all red
2 all white
3 \(50 \%\) red and \(50 \%\) white
4 \(75 \%\) red \(50 \%\) white
Principle of Inheritance and Variation

184427 Incomplete dominance is found in

1 Pisum sativum
2 Antirrhinum majus
3 Both (a) and (b)
4 None of the above
Principle of Inheritance and Variation

184428 If a cross between two individuals produces offsprings with \(50 \%\) dominant character and \(50 \%\) recessive character the genotype of parents are

1 \(\mathrm{Aa} \times \mathrm{Aa}\)
2 \(\mathrm{Aa} \times \mathrm{aa}\)
3 \(\mathrm{AA} \times\) aa
4 \(\mathrm{AA} \times \mathrm{Aa}\)
Principle of Inheritance and Variation

184423 A gene said to be dominant if : -

1 It express it's effect only in homozygous stage
2 It expresses only in heterozygous condition
3 It expresses both in homozygous and heterozygous condition
4 It never expressed in any condition
Principle of Inheritance and Variation

184425 A homozygous red flower is crossed with recessive white. Red is dominant over white. The progeny in the \(F_{1}\) generation will be:

1 all red
2 all white
3 \(50 \%\) red and \(50 \%\) white
4 \(75 \%\) red \(50 \%\) white
Principle of Inheritance and Variation

184427 Incomplete dominance is found in

1 Pisum sativum
2 Antirrhinum majus
3 Both (a) and (b)
4 None of the above
Principle of Inheritance and Variation

184428 If a cross between two individuals produces offsprings with \(50 \%\) dominant character and \(50 \%\) recessive character the genotype of parents are

1 \(\mathrm{Aa} \times \mathrm{Aa}\)
2 \(\mathrm{Aa} \times \mathrm{aa}\)
3 \(\mathrm{AA} \times\) aa
4 \(\mathrm{AA} \times \mathrm{Aa}\)
Principle of Inheritance and Variation

184423 A gene said to be dominant if : -

1 It express it's effect only in homozygous stage
2 It expresses only in heterozygous condition
3 It expresses both in homozygous and heterozygous condition
4 It never expressed in any condition
Principle of Inheritance and Variation

184425 A homozygous red flower is crossed with recessive white. Red is dominant over white. The progeny in the \(F_{1}\) generation will be:

1 all red
2 all white
3 \(50 \%\) red and \(50 \%\) white
4 \(75 \%\) red \(50 \%\) white
Principle of Inheritance and Variation

184427 Incomplete dominance is found in

1 Pisum sativum
2 Antirrhinum majus
3 Both (a) and (b)
4 None of the above
Principle of Inheritance and Variation

184428 If a cross between two individuals produces offsprings with \(50 \%\) dominant character and \(50 \%\) recessive character the genotype of parents are

1 \(\mathrm{Aa} \times \mathrm{Aa}\)
2 \(\mathrm{Aa} \times \mathrm{aa}\)
3 \(\mathrm{AA} \times\) aa
4 \(\mathrm{AA} \times \mathrm{Aa}\)
Principle of Inheritance and Variation

184423 A gene said to be dominant if : -

1 It express it's effect only in homozygous stage
2 It expresses only in heterozygous condition
3 It expresses both in homozygous and heterozygous condition
4 It never expressed in any condition
Principle of Inheritance and Variation

184425 A homozygous red flower is crossed with recessive white. Red is dominant over white. The progeny in the \(F_{1}\) generation will be:

1 all red
2 all white
3 \(50 \%\) red and \(50 \%\) white
4 \(75 \%\) red \(50 \%\) white
Principle of Inheritance and Variation

184427 Incomplete dominance is found in

1 Pisum sativum
2 Antirrhinum majus
3 Both (a) and (b)
4 None of the above
Principle of Inheritance and Variation

184428 If a cross between two individuals produces offsprings with \(50 \%\) dominant character and \(50 \%\) recessive character the genotype of parents are

1 \(\mathrm{Aa} \times \mathrm{Aa}\)
2 \(\mathrm{Aa} \times \mathrm{aa}\)
3 \(\mathrm{AA} \times\) aa
4 \(\mathrm{AA} \times \mathrm{Aa}\)