1.
Regulation of flow of fluid both inwardly as well as outwardly is performed by the
2.
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"" />"
3.
Which type of vascular bundles are found in monocot stem?
4.
Which of the following is the region of cell division?
5.
Vascular cambium in roots takes its origin from
6.
Meristamatic tissue helps in the
7.
The phloem of angiosperms differs from that of other vascular plants by the presence of
8.
Growth rings are absent or not sharply demarcated in the trees of
9.
Subsidiary cells are the specialised cell in the
10.
Axillary bud and terminal bud are derived from the activity of