1.
Australian marsupials are the example of
2.
Which of the following in birds indicates their reptilian ancestry?
3.
Big-Bang theory attempts to explain the origin of
4.
Life cannot originate from inorganic materials now because of
5.
According to one of the most accepted theory, the earth atmosphere before any life had originated consists of and
6.
The first life on the earth was developed through
7.
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"" />"
8.
The given diagram illustrates the change that occurred in the frequency of phenotypes in an insect population over 10 generations. A probable explanation for this change would be

 
9.
Which compound has very important role in prebiotic evolution?
10.

Origin of life as a result of chemical evolution was properly explained by
I. Fox                 
II. Oparin
III. Wateson    
IV. Haeckel
V. Mendel        
VI. Crick
Choose the correct option