Biology
Grade-7
Easy
Question
In _________ pollination, the resulting progeny have lower disease immunity.
- Self
- Cross
- Stigma
- Wind
Hint:
Self
The correct answer is: Self
Self pollination may lead to weakening of variety or the species due to continued self pollination, thereby affecting the quality of offspring. Defective or weaker characters of the variety of breed cannot be eliminated thus, the resulting progeny have lower disease immunity.
Related Questions to study
Biology
Only a limited number of flowers undergo ___________ pollination, and they are characterized by having small, odorless, greenish blossoms.
Only a limited number of flowers undergo ___________ pollination, and they are characterized by having small, odorless, greenish blossoms.
BiologyGrade-7
Biology
The female reproductive portion of a flower, the _____________, is very large, sticky, and feathered to reach fully outside the bloom.
The female reproductive portion of a flower, the _____________, is very large, sticky, and feathered to reach fully outside the bloom.
BiologyGrade-7
Biology
Through the process of ___________ pollination, all unisexual plants are capable of reproducing.
Through the process of ___________ pollination, all unisexual plants are capable of reproducing.
BiologyGrade-7
Biology
Humans perform artificial pollination, which is called anemophily.
Humans perform artificial pollination, which is called anemophily.
BiologyGrade-7
Biology
The male reproductive parts of anemophilous flowers tend to produce a very less quantity of pollen.
The male reproductive parts of anemophilous flowers tend to produce a very less quantity of pollen.
BiologyGrade-7
Biology
Pick the odd one out.
Pick the odd one out.
BiologyGrade-7
Biology
Pick the odd one out.
Pick the odd one out.
BiologyGrade-7
Biology
Pick the odd one out.
Pick the odd one out.
BiologyGrade-7
Biology
Pick the odd one out.
Pick the odd one out.
BiologyGrade-7
Biology
Complete the given flowchart.
![](data:image/png;base64,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)
Complete the given flowchart.
![](data:image/png;base64,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)
BiologyGrade-7
Biology
Pollination carried out by animals is called __________________.
Pollination carried out by animals is called __________________.
BiologyGrade-7
Biology
The seeds that are produced by cross-pollination have good vigor and viability.
The seeds that are produced by cross-pollination have good vigor and viability.
BiologyGrade-7
Biology
Pick the odd one out.
Pick the odd one out.
BiologyGrade-7
Biology
Pick the odd one out.
Pick the odd one out.
BiologyGrade-7
Biology
Pick the odd one out.
Pick the odd one out.
BiologyGrade-7