Biology
Grade-9
Easy
Question
Which of the following eats the fruit of the prickly pear cactus?
- Large ground finch
- Small tree finch
- Cactus finch
- Small ground cactus finch
Hint:
The ground finches feed on the fruit and seeds of the cactus. Flowers and fruit on a prickly pear cactus, San Cristobal, Galápagos.
The correct answer is: Cactus finch
- Ground finch is also called cactus finch.
- The ground finches feed on the fruit and seeds of the cactus. Flowers and fruit on a prickly pear cactus, San Cristobal, Galápagos.
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Match the following:
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)
Match the following:
![](data:image/png;base64,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)
BiologyGrade-9
Biology
Darwin's finches displayed different structural adaptations. One such adaptation that Darwin noted was
Darwin's finches displayed different structural adaptations. One such adaptation that Darwin noted was
BiologyGrade-9
Biology
On the Galapagos Islands, Charles Darwin found
On the Galapagos Islands, Charles Darwin found
BiologyGrade-9
Biology
Darwin concluded that the 13 finch species on the Galapagos were
Darwin concluded that the 13 finch species on the Galapagos were
BiologyGrade-9
Biology
Evolution states that all organisms are evolved from a ______ ancestor.
Evolution states that all organisms are evolved from a ______ ancestor.
BiologyGrade-9
Biology
Darwin studied which bird species on the Galapagos Islands?
Darwin studied which bird species on the Galapagos Islands?
BiologyGrade-9
Biology
The below image is a highly simplified representation of the human sex chromosomes from a karyotype. The gene a and b could be of:
![](data:image/png;base64,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)
The below image is a highly simplified representation of the human sex chromosomes from a karyotype. The gene a and b could be of:
![](data:image/png;base64,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)
BiologyGrade-9
Biology
The exchange of genetic material between chromatids during meiosis is _________.
The exchange of genetic material between chromatids during meiosis is _________.
BiologyGrade-9
Biology
Match column-I with column-II and choose the correct option.
![](data:image/png;base64,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)
Match column-I with column-II and choose the correct option.
![](data:image/png;base64,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)
BiologyGrade-9