1.
Transfer of pollen grain from anther to the stigma of ovary is called
2.
Which of the following gymnosperms is a bushy trailing shrub?
3.
Which of the following taxa shows zooidogamous oogamy?
I. Spirogyra  
II. Funaria
III. Pteris       
IV. Cycas
 
4.
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"" />"
5.
Smallest flowering plant is
6.
Gymnosperms lack fruits, why?
7.
, and are the examples of
8.
Pollen sac in is called
9.
Chlorenchyma is known to develop in the
10.
Bryophytes are also called 'amphibians of the plant kingdom' because