Biology
Grade-10
Easy
Question
What is the mass number of phosphorus?
- 30
- 31
- 32
- 35
Hint:
31
The correct answer is: 31
the mass number of phosphorus is 31.
It has 31 protons and neutrons in the nucleus.
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)
Match the following
![](data:image/png;base64,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)
BiologyGrade-10
Biology
Which of the following processes does NOT provide carbon to the atmosphere?
Which of the following processes does NOT provide carbon to the atmosphere?
BiologyGrade-10
Biology
Where is carbon present in our body?
Where is carbon present in our body?
BiologyGrade-10
Biology
Where is carbon dioxide not produced as waste material?
Photosynthesis is the process by which green plants make their own food from carbon dioxide and water in the presence of sunlight.
Here oxygen is the waste product.
Where is carbon dioxide not produced as waste material?
BiologyGrade-10
Photosynthesis is the process by which green plants make their own food from carbon dioxide and water in the presence of sunlight.
Here oxygen is the waste product.
Biology
Which nutrient cycle does not include the troposphere as a component?
Which nutrient cycle does not include the troposphere as a component?
BiologyGrade-10
Biology
Which of the following is not gaseous type cycle?
Which of the following is not gaseous type cycle?
BiologyGrade-10
Biology
Which of the following biochemical cycles does not have atmospheric component?
Which of the following biochemical cycles does not have atmospheric component?
BiologyGrade-10
Biology
What is the mass number of carbon?
What is the mass number of carbon?
BiologyGrade-10
Biology
What is the atomic number of carbon?
What is the atomic number of carbon?
BiologyGrade-10
Biology
Which of the following biochemical cycles does not have an atmospheric component?
Which of the following biochemical cycles does not have an atmospheric component?
BiologyGrade-10
Biology
In what way do producers supply phosphorus to detritus?
In what way do producers supply phosphorus to detritus?
BiologyGrade-10
Biology
Which creatures are the first to benefit from the weathering of rocks?
Which creatures are the first to benefit from the weathering of rocks?
BiologyGrade-10