Biology
Grade-9
Easy
Question
Which of the following is NOT true?
- The primitive broth was neutral and contained oxygen.
- Simple organic molecules aggregated to form new complex organic molecules due to polymerization reactions.
- The early atmosphere did not contain an ozone layer, and hence UV radiations reached the Earth’s surface directly
- The early atmosphere was abundant in hydrogen, carbon, nitrogen and sulfur.
Hint:
The primitive broth was neutral and contained oxygen
The correct answer is: The primitive broth was neutral and contained oxygen.
the seas and atmosphere as they existed on earth before the existence of life, consisting primarily of an oxygen free gaseous mixture containing chiefly water, hydrogen, methane, ammonia and carbon dioxide.
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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
Which theory states that life was created by supernatural powers?
Which theory states that life was created by supernatural powers?
BiologyGrade-9
Biology
Which of the following ideas was not supported by Lamarck?
Which of the following ideas was not supported by Lamarck?
BiologyGrade-9