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Rubidium Chloride (RbCl) has NaCl like structure at normal pressures. If the radius of the Chloride ion is 1.54 Å, what is the unit cell edge length for RbCl? (Assuming anion-anion contact)
  • a)
    4.25 Å
  • b)
    4.78 Å
  • c)
    4.32 Å
  • d)
    5.14 Å
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
Rubidium Chloride (RbCl) has NaCl like structure at normal pressures. ...
Given,
Radius of Chloride ion (r) = 0.154 nm
Distance between the centres of the Chloride ions = 2 x 0.154 = 0.308 nm
Let the edge length of cube = a
Distance between Rb+ and Cl ions = a/2
Therefore, the distance between Cl– ions = (2 x (a/2)2)1/2
0.308 = (2 x (a/2)2)1/2
0.094864 = 2 x (a/2)2
0.047432 = (a/2)2
0.218 = (a/2)
a = 0.432 nm = 4.32 Å.
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Community Answer
Rubidium Chloride (RbCl) has NaCl like structure at normal pressures. ...
The unit cell edge length for RbCl can be determined by considering the arrangement of the chloride ions in the crystal structure.

1. Crystal Structure:
RbCl has a NaCl-like structure, which means that it adopts a face-centered cubic (FCC) arrangement. In this arrangement, each chloride ion is surrounded by 6 neighboring chloride ions and each rubidium ion is surrounded by 6 neighboring chloride ions.

2. Anion-Anion Contact:
In an FCC arrangement, the anion-anion contact occurs along the face diagonal of the unit cell. This means that the distance between the centers of two chloride ions in neighboring unit cells is equal to the face diagonal of the unit cell.

3. Calculation:
To calculate the face diagonal, we can consider a right-angled triangle formed by the face diagonal, the edge length of the unit cell, and the radius of the chloride ion.

Using the Pythagorean theorem, we have:
(face diagonal)^2 = (edge length)^2 + (edge length)^2
(face diagonal)^2 = 2(edge length)^2
face diagonal = sqrt(2) * edge length

Since the radius of the chloride ion is given as 1.54 Å, the face diagonal is equal to 2 * 1.54 Å = 3.08 Å.

4. Determining the Unit Cell Edge Length:
Now we can equate the face diagonal to sqrt(2) times the edge length of the unit cell and solve for the edge length:
3.08 Å = sqrt(2) * edge length

Dividing both sides of the equation by sqrt(2), we get:
edge length = 3.08 Å / sqrt(2) = 2.17 Å

5. Conversion to nm:
To convert the unit cell edge length from Ångstroms to nanometers, we divide by 10:
edge length = 2.17 Å / 10 = 0.217 nm

6. Answer:
Therefore, the unit cell edge length for RbCl is approximately 0.217 nm, which is closest to option 'C' (4.32 nm) in the given answer choices.
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Rubidium Chloride (RbCl) has NaCl like structure at normal pressures. If the radius of the Chloride ion is 1.54 , what is the unit cell edge length for RbCl? (Assuming anion-anion contact)a)4.25 b)4.78 c)4.32 d)5.14 Correct answer is option 'C'. Can you explain this answer?
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Rubidium Chloride (RbCl) has NaCl like structure at normal pressures. If the radius of the Chloride ion is 1.54 , what is the unit cell edge length for RbCl? (Assuming anion-anion contact)a)4.25 b)4.78 c)4.32 d)5.14 Correct answer is option 'C'. Can you explain this answer? for Chemistry 2024 is part of Chemistry preparation. The Question and answers have been prepared according to the Chemistry exam syllabus. Information about Rubidium Chloride (RbCl) has NaCl like structure at normal pressures. If the radius of the Chloride ion is 1.54 , what is the unit cell edge length for RbCl? (Assuming anion-anion contact)a)4.25 b)4.78 c)4.32 d)5.14 Correct answer is option 'C'. Can you explain this answer? covers all topics & solutions for Chemistry 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Rubidium Chloride (RbCl) has NaCl like structure at normal pressures. If the radius of the Chloride ion is 1.54 , what is the unit cell edge length for RbCl? (Assuming anion-anion contact)a)4.25 b)4.78 c)4.32 d)5.14 Correct answer is option 'C'. Can you explain this answer?.
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