1.
Regeneration of a plant cell to give rise to new plant is called:
2.
Which of the following is hermaphrodite?
3.
The separation of single cell from the rest of the callus is:
4.
Vivipary is observed in:
5.
Vegetative propagation in occurs by:
6.
reproduces asexually by:
7.
Reproduction is a biological process in which an organism give rise to young ones (offspring) similar to itself. An organism's method of reproduction depends upon factors:
8.
Use of stem cutting is common method of vegetative propagation. Juvenile wood grows roots more readily than mature wood. The superior rooting of juvenile cutting may be due to:
9.
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"" />"
10.
Examples of vegetative propagation are