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In a cube, atom A is present at every corner and B is present at alternate face centre and atomC is present at the body xentre then the simplest molecular formula of the compound will be. A. ABC B. A8B2C C.AB2C D.A2BC?
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In a cube, atom A is present at every corner and B is present at alter...
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In a cube, atom A is present at every corner and B is present at alter...
Explanation:
Given:
- In a cube, atom A is present at every corner.
- Atom B is present at alternate face centres.
- Atom C is present at the body centre.
To find:
The simplest molecular formula of the compound.
Solution:
To determine the molecular formula, we need to understand the arrangement of atoms in the cube.
Arrangement of atoms:
1. Atom A is present at every corner of the cube. Since a cube has 8 corners, there are 8 atoms of A.
2. Atom B is present at alternate face centres of the cube. Since a cube has 6 faces, there are 6 atoms of B.
3. Atom C is present at the body centre of the cube. There is only 1 atom of C.
Counting the atoms:
1. Atom A: 8
2. Atom B: 6
3. Atom C: 1
Writing the molecular formula:
Based on the above counts, we can write the molecular formula as follows:
Molecular formula = A8B6C
However, we need to simplify the formula to its simplest form.
Simplifying the molecular formula:
To simplify the formula, we need to find the simplest ratio of atoms present.
Dividing all the counts by the smallest count (which is 1 in this case), we get:
Atom A: 8/1 = 8
Atom B: 6/1 = 6
Atom C: 1/1 = 1
Therefore, the simplest molecular formula of the compound is:
Molecular formula = A8B6C
Answer:
The simplest molecular formula of the compound is A8B6C, which is option B.
Given:
- In a cube, atom A is present at every corner.
- Atom B is present at alternate face centres.
- Atom C is present at the body centre.
To find:
The simplest molecular formula of the compound.
Solution:
To determine the molecular formula, we need to understand the arrangement of atoms in the cube.
Arrangement of atoms:
1. Atom A is present at every corner of the cube. Since a cube has 8 corners, there are 8 atoms of A.
2. Atom B is present at alternate face centres of the cube. Since a cube has 6 faces, there are 6 atoms of B.
3. Atom C is present at the body centre of the cube. There is only 1 atom of C.
Counting the atoms:
1. Atom A: 8
2. Atom B: 6
3. Atom C: 1
Writing the molecular formula:
Based on the above counts, we can write the molecular formula as follows:
Molecular formula = A8B6C
However, we need to simplify the formula to its simplest form.
Simplifying the molecular formula:
To simplify the formula, we need to find the simplest ratio of atoms present.
Dividing all the counts by the smallest count (which is 1 in this case), we get:
Atom A: 8/1 = 8
Atom B: 6/1 = 6
Atom C: 1/1 = 1
Therefore, the simplest molecular formula of the compound is:
Molecular formula = A8B6C
Answer:
The simplest molecular formula of the compound is A8B6C, which is option B.
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In a cube, atom A is present at every corner and B is present at alternate face centre and atomC is present at the body xentre then the simplest molecular formula of the compound will be. A. ABC B. A8B2C C.AB2C D.A2BC?
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In a cube, atom A is present at every corner and B is present at alternate face centre and atomC is present at the body xentre then the simplest molecular formula of the compound will be. A. ABC B. A8B2C C.AB2C D.A2BC? for NEET 2024 is part of NEET preparation. The Question and answers have been prepared according to the NEET exam syllabus. Information about In a cube, atom A is present at every corner and B is present at alternate face centre and atomC is present at the body xentre then the simplest molecular formula of the compound will be. A. ABC B. A8B2C C.AB2C D.A2BC? covers all topics & solutions for NEET 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for In a cube, atom A is present at every corner and B is present at alternate face centre and atomC is present at the body xentre then the simplest molecular formula of the compound will be. A. ABC B. A8B2C C.AB2C D.A2BC?.
In a cube, atom A is present at every corner and B is present at alternate face centre and atomC is present at the body xentre then the simplest molecular formula of the compound will be. A. ABC B. A8B2C C.AB2C D.A2BC? for NEET 2024 is part of NEET preparation. The Question and answers have been prepared according to the NEET exam syllabus. Information about In a cube, atom A is present at every corner and B is present at alternate face centre and atomC is present at the body xentre then the simplest molecular formula of the compound will be. A. ABC B. A8B2C C.AB2C D.A2BC? covers all topics & solutions for NEET 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for In a cube, atom A is present at every corner and B is present at alternate face centre and atomC is present at the body xentre then the simplest molecular formula of the compound will be. A. ABC B. A8B2C C.AB2C D.A2BC?.
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