Home
Class 12
CHEMISTRY
The intermetallic compound LiAg crystall...

The intermetallic compound LiAg crystallizes in cubic lattice in which both lithium and silver have co-ordination number of eight. The crystal class is

A

simple cubic

B

body centered cubic

C

face - centered cubic

D

none of these

Text Solution

AI Generated Solution

The correct Answer is:
To determine the crystal class of the intermetallic compound LiAg, we need to analyze the information provided about its structure and coordination number. Here’s a step-by-step solution: ### Step 1: Understand Coordination Number The coordination number is defined as the number of nearest neighboring atoms surrounding a central atom in a crystal lattice. **Hint:** Recall that different types of crystal lattices have specific coordination numbers associated with them. ### Step 2: Identify the Coordination Number The problem states that both lithium (Li) and silver (Ag) in the compound LiAg have a coordination number of 8. **Hint:** Coordination numbers help identify the type of crystal structure. ### Step 3: Analyze Crystal Structures Now, let's look at the common types of cubic crystal structures and their respective coordination numbers: - **Simple Cubic (SC):** Coordination number = 6 - **Body-Centered Cubic (BCC):** Coordination number = 8 - **Face-Centered Cubic (FCC):** Coordination number = 12 **Hint:** Knowing the coordination numbers of different cubic structures is crucial for identifying the correct one. ### Step 4: Match Coordination Number with Crystal Structure Since both lithium and silver have a coordination number of 8, we can conclude that the structure of LiAg corresponds to the Body-Centered Cubic (BCC) lattice. **Hint:** Look for the cubic structure that matches the coordination number given in the problem. ### Step 5: Conclusion Based on the analysis, the crystal class of the intermetallic compound LiAg is **Body-Centered Cubic (BCC)**. **Final Answer:** The crystal class is Body-Centered Cubic (BCC).
Promotional Banner

Similar Questions

Explore conceptually related problems

The intermetallic compound LiAg crystallizes in cubic lattice in which both lithium and silver have coordination number of 8 . The crystal class is

The compound AB crystallizes in a cubic lattice in which both A and B atoms have coordination number of 8. To what crystal class does that unit cell belong?

A mineral having the formula AB_(2) , crystallises in the cubic close -packed lattice, with the A atom occupying the lattice points. The co-ordination number of the A atoms is x, that of B atoms is y. Report your answer ( x- y)

What is the condition number of an atom for an element crystallizing with a cubic lattice? Calculate the corresponding coordination number for the simple, fcc and bcc lattics:

A compound of A and B crystallizes in a cubic lattice in which A atoms occupy the lattice points at the corners of a cube and two atoms of B occupy the center of each of the cube faces. What is the formula of this compound?

An alloy of copper and gold crystallizes in cubic lattic, in which the Au- atoms occupy the lattice points at the corners of cube and Cu- atoms occupy the centre of each face. The formula of this alloy is :

An alloy of copper and gold crystallizes in cubic lattic, in which the Au- atoms occupy the lattice points at the corners of cube and Cu- atoms occupy the centre of each face. The formula of this alloy is :

For crystal sodium chloride, state (i) the type of lattice in which it crystallises. (ii) co-ordination number of each sodium ion and chloride ion in the crystal lattice. (iii) number of sodium and chloride ions present in a unit cell of sodium chloride. (iv) the structural arrangement of sodium chloride crystals.

For a crystal of sodium chloride, state: (i) The type of lattice in which it crystallizes. (ii) The coordination number of each sodium ion and chloride ion in the crystal lattice. (iii) The number of sodium ions and chloride ions present in a unit cell of sodium chloride. (iv) The structural arrangement of the sodium chloride crystal.

For a value of radius ratio between 0.732-1.0, what is the co-ordination number and geometry of crystal ?