Biology
Grade-9
Easy
Question
Which of the following is not a salient feature of C4 plants?
- Kranz anatomy
- Photorespiration
- Dimorphic chloroplasts
- Bundle sheath cells
Hint:
Photorespiration does not occur in C4 plants
The correct answer is: Photorespiration
- Kranz anatomy is a specialized structure in C4 Plants where the mesophyll cells are clustered around the bundle-sheath cells in a ring-like fashion
- Dimorphic chloroplasts are the chloroplasts which are concentrated into two types of cells having different size and structure. The dimorphic chloroplast is present in C4 plants because of the presence of special leaf anatomy called Kranz anatomy.
- Bundle sheath (BS) cells are a leaf cell type that forms a tightly packed layer surrounding the veins. In 2-cell C4 plants, the division of the photosynthetic process into the BS and mesophyll cells is one of the most significant features that make photosynthesis more efficient.
- Photorespiration does not occur in C4 plants. This is because they have a mechanism which increases the CO2 concentration at the site of the enzyme.
- Option B is correct
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)
Which phase of the C4 cycle is represented in the picture?
![](data:image/png;base64,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)
Which phase of the C4 cycle is represented in the picture?
BiologyGrade-9
Biology
In C3 plants, the Calvin cycle takes place in _________ cells.
In C3 plants, the Calvin cycle takes place in _________ cells.
BiologyGrade-9
Biology
Which of the following is not a four-carbon compound?
Which of the following is not a four-carbon compound?
BiologyGrade-9
Biology
Match the following.
![](data:image/png;base64,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)
Match the following.
![](data:image/png;base64,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)
BiologyGrade-9
Biology
Which of the following process does not occur in C4 plants?
Which of the following process does not occur in C4 plants?
BiologyGrade-9
Biology
Photorespiration is a wasteful metabolic pathway found in ___________.
Photorespiration is a wasteful metabolic pathway found in ___________.
BiologyGrade-9
Biology
Dimorphic chloroplasts are found in ___________.
Dimorphic chloroplasts are found in ___________.
BiologyGrade-9
Biology
In C4 plants, the Calvin cycle takes place in _________ cells.
In C4 plants, the Calvin cycle takes place in _________ cells.
BiologyGrade-9
Biology
Binding of _____________ molecule to RUBISCO initiates photorespiration.
Binding of _____________ molecule to RUBISCO initiates photorespiration.
BiologyGrade-9
Biology
In the C4 cycle, the first acceptor of carbon dioxide is ___________.
In the C4 cycle, the first acceptor of carbon dioxide is ___________.
BiologyGrade-9