Biology
Grade-9
Easy
Question
How many species of finches were studied by Darwin on the Galapagos?
- 11
- 13
- 17
- 20
Hint:
Out of the 14 finches observed by Darwin, 13 were from the Galapagos island, and one was from Cocos island.
The correct answer is: 13
- There are now at least 13 species of finches on the Galapagos Islands, each filling a different niche on different islands.
- Out of the 14 finches observed by Darwin, 13 were from the Galapagos island, and one was from Cocos island.
- All of them evolved from one ancestral species, which colonized the islands only a few million years ago.
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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