Column-I and Column-II contains four entries each.Entries of Column-I are to be matched with some entries of Column-II.One or more than one entries of Column-I may have the matching with the same entries of Column-II.
`{:("Column-I(Bravais Lattices)","Column-II[Crystal system]"),((A)"Primitive , face centered , body centered , end centered (p)Cubic","(p)Cubic"),((B)"Primitive, face centered, body centered",(q)"Orthorhombic"),((C )"Primitive , body centered",(r)"Hexagonal"),((D)"Primitive only",(s)"Tetragonal"):}`

Explanation

To solve the problem of matching the entries from Column-I (Bravais Lattices) with those from Column-II (Crystal Systems), we will analyze each entry in Column-I and determine the corresponding crystal system from Column-II.

### Step-by-Step Solution:

1. **Analyze Entry A: "Primitive, face centered, body centered, end centered (p)Cubic"**
- The cubic crystal system can have the following Bravais lattices:
- Primitive (P)
- Body-centered (I)
- Face-centered (F)
- Therefore, Entry A matches with (p)Cubic.

2. **Analyze Entry B: "Primitive, face centered, body centered"**
- The orthorhombic crystal system can have the following Bravais lattices:
- Primitive (P)
- Body-centered (I)
- Thus, Entry B matches with (q)Orthorhombic.

3. **Analyze Entry C: "Primitive, body centered"**
- The tetragonal crystal system can have the following Bravais lattices:
- Primitive (P)
- Body-centered (I)
- Therefore, Entry C matches with (s)Tetragonal.

4. **Analyze Entry D: "Primitive only"**
- The hexagonal crystal system can only have the following Bravais lattice:
- Primitive (P)
- Thus, Entry D matches with (r)Hexagonal.

### Final Matching:
- A → (p)Cubic
- B → (q)Orthorhombic
- C → (s)Tetragonal
- D → (r)Hexagonal

### Summary of Matches:
- A matches with (p)Cubic
- B matches with (q)Orthorhombic
- C matches with (s)Tetragonal
- D matches with (r)Hexagonal