1.
I. Primary tissues of plants add length to the roots and shoots
II. Secondary tissue of plants adds diameter to the roots and shoots
III. Cells of permanent tissue are specialised both structurally and functionally
Which of the above statement is/are true?
2.
The size of vascular bundles on the leaflet depends upon the
I. leaf margin     
II. leaf petiole
III. leaf size        
IV. leaf veination
Select the correct combination of options given below
3.
Interfascicular cambium is a
4.
Duramen is present in
5.
Diffused porous woods are characteristic of plants growing in
6.
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"" />"
7.
Periderm includes
I. Phellem
II. Phellogen
III. Phelloderm
Select the correct option
8.
Bulliform cells found in
9.
Two cross-sections of stem and root appear simple, when viewed by naked eye. But under microscope, they can be differentiated by
10.
The beneficial use of epidermal layer is