Biology
Grade-8
Easy
Question
Which of the following statements about chromosomes is correct?
- Chromosomes are long, thread-like structures
- Chromosomes are found in the nucleus of all cells in the human body
- Chromosomes contain DNA
- All of the above
Hint:
All of the above statement are correct for chromosomes.
The correct answer is: All of the above
- Chromosomes are long, thread-like structures.
- Chromosomes are found in the nucleus of all cells in the human body.
- Chromosomes contain DNA.
- Therefore, all the statements are correct for chromosomes.
- So, the correct option is d.
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)
What mineral crystal structure is this?
![](data:image/png;base64,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)
ChemistryGrade-8
Chemistry
The number of elements in NaCl are
The number of elements in NaCl are
ChemistryGrade-8
Chemistry
What is the scientific name for salt?
What is the scientific name for salt?
ChemistryGrade-8
Chemistry
What has atoms arranged in an ordered pattern?
What has atoms arranged in an ordered pattern?
ChemistryGrade-8