Biology
Grade-9
Easy
Question
Which of the following is not a four-carbon compound?
- OAA
- Malic acid
- Aspartic acid
- PGA
The correct answer is: PGA
Phospoglyceric acid (PGA) is a three carbon compound with formula C3H7O7P.
Related Questions to study
Biology
________ molecules are stored in CAM plants during night.
________ molecules are stored in CAM plants during night.
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 plants have dimorphic chloroplast?
Which of the following plants have dimorphic chloroplast?
BiologyGrade-9
Biology
In which of the following reaction is there a waste of energy?
In which of the following reaction is there a waste of energy?
BiologyGrade-9
Biology
In which of the following plants photosynthesis begins at night?
In which of the following plants photosynthesis begins at night?
BiologyGrade-9
Biology
In which of the following plants is carbon dioxide converted into malic acid and stored in vacuoles?
In which of the following plants is carbon dioxide converted into malic acid and stored in vacuoles?
BiologyGrade-9
Biology
Which of the following is a CAM plant?
Which of the following is a CAM plant?
BiologyGrade-9
Biology
In CAM plants, the source of carbon dioxide during the daytime is ________.
In CAM plants, the source of carbon dioxide during the daytime is ________.
BiologyGrade-9
Biology
CAM pathway helps plants to _______________.
CAM pathway helps plants to _______________.
BiologyGrade-9
Biology
Which of the following statement is incorrect?
Which of the following statement is incorrect?
BiologyGrade-9
Biology
Which of the following process does not occur in CAM plants?
Which of the following process does not occur in CAM plants?
BiologyGrade-9
Biology
Kranz anatomy is found in ___________.
Kranz anatomy is found in ___________.
BiologyGrade-9
Biology
Photorespiration is a wasteful metabolic pathway found in ___________.
Photorespiration is a wasteful metabolic pathway 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
Dimorphic chloroplasts are found in ___________.
Dimorphic chloroplasts are found in ___________.
BiologyGrade-9