Biology
Grade-9
Easy
Question
___________ is a male gamete.
- Sperm
- Egg
- Zygote
- Nucleus
Hint:
The gamete that has X or Y chromosome.
The correct answer is: Sperm
- Sperm is the male gamete
- The sperm is produced by spermatogenesis
- Sperm contains X or Y chromosome
- Sperm decides the gender of the offspring
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_________ is the study of genes and inheritance.
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Crossing overtakes place during which stage?
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)
Crossing overtakes place during which stage?
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)
BiologyGrade-9
Biology
Crossing overtakes place during which phase of meiosis I?
Homologous chromosomes are pair of similar chromosomes having similar structure and genes in locus.
Crossing overtakes place during which phase of meiosis I?
BiologyGrade-9
Homologous chromosomes are pair of similar chromosomes having similar structure and genes in locus.
Biology
Sexual reproduction creates more variation because
Sexual reproduction creates more variation because
BiologyGrade-9
Biology
Match the following:
![](data:image/png;base64,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)
Match the following:
![](data:image/png;base64,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)
BiologyGrade-9
Biology
Independent assortment happens during which phase?
Independent assortment happens during which phase?
BiologyGrade-9
Biology
Which of the following is referred to as the exchange of genetic material between homologous chromosomes?
Which of the following is referred to as the exchange of genetic material between homologous chromosomes?
BiologyGrade-9
Biology
________ contains information required for the growth and function of an organism
________ contains information required for the growth and function of an organism
BiologyGrade-9
Biology
A ___________ develops into a new organism.
A ___________ develops into a new organism.
BiologyGrade-9
Biology
__________ is the degree to which differences are seen between parents and their offspring.
__________ is the degree to which differences are seen between parents and their offspring.
BiologyGrade-9
Biology
Which of the following is not a freshwater ecosystem?
Which of the following is not a freshwater ecosystem?
BiologyGrade-9
Biology
Which ecosystem is not found in Antarctica?
Which ecosystem is not found in Antarctica?
BiologyGrade-9
Biology
Which of the following is a detrivore?
Which of the following is a detrivore?
BiologyGrade-9
Biology
Which ecosystem has the greatest variety of flora and fauna?
Which ecosystem has the greatest variety of flora and fauna?
BiologyGrade-9