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Chapter Name Lectures No. of Hours
Biological classification
9 9
Morphology of flowering plants
10 10
Anatomy of flowering plants
8 8
Structural organisation in animals
2 2
Cell cycle & cell division
7 7
Cell _ The unit of life
11 11
Plant-Growth & development
6 6
Photosynthesis in higher plants
10 10
Chemical coordination & integration
6 6
Digestion & absorption
8 8
Body fluids & Circulation
7 7
Neural control & coordination
28 28
Excretory products & their elimination
6 6
Breathing & exchange of gases
12 12
Locomotion & movement
11 11
Sexual reproduction in flowering plants
5 5
Reproduction in organism
4 4
Molecular basis & inheritance
12 12
Principle of inheritance & variations.
23 23
Human health & disease
8 8
Microbes in human welfare
2 2
Stratigiest for enhancement & food production
6 6
Biotechnology and its Applications
10 10
Biotechnology – Principles and Processes
11 11
Organisms and Populations
4 4
Biodiversity and its Conservation
1 1