1.
Which one of the following is a gymnosperm?
2.
Which of the following propagates through leaf-tip?
3.
The spores in the moss plant are formed in
4.
Antherozoids of are
5.
Which has vascular tissue, produces spores but does not have seeds?
6.
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"" />"
7.
Consider the following statements about bryophyte plants
I. The tea prepared from polytrichum commune is used to dissolve kidney and gall bladder stones
II. Many chemical products such as alcohol, ammonium sulphate, paraffin, brown dye, etc., can be obtained from peat
Choose the correct option
8.
Moss capsule represents a
9.
The gametophyte is not an independent, free living generation in
10.
Which one is not the feature of ?