1.
In gymnosperm dominant phase is
2.
In liverworts asexual reproduction takes place by
3.
Which of the following is the amphibians of the plant kingdom?
4.
Identify the scientists worked extensively on chlorophyllous and non-chlorophyllous thallophytes, respectively. 
I. Iyenger   
II. Swaminathan
III. Metha   
IV. Maheswari
5.
Sago starch is obtained from
6.
In angiosperms endosperm is
7.
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"" />"
8.
Which of the following pteridophytes is heterosporous in nature?
9.
Which statement is incorrect about ?
10.
Find out the mis-matched pair.