1d And 2d Lattice

3d Lattice

3D Crystal systems | Bravais Lattice | Crysyalline and Amorphous Solids | Types of Crystalline Solids | Lattice | Lattice Point and Unit Cell | 2D Crystal Systems Based Questions

Representation of a Relation in (d) lattice form

The number of lattice points in FCC lattice (A) 12 (B) 8 (c) 14 (D) 9

Definition of Isomorphism | Polymerphism | Lattice | Lattice Point and Unit Cell | 2D Crystal Systems

If D_1 and D_2 are diagonal matices of order 3xx3 then (A) D_1^n is a diagonal matrix (B) D_1D_2=D_2D_1 (C) D_1^2+D_2^2 is diagonal matrix (D) D_1D_2 is a diagonal matix

Close Packing In 1d And 2d

If D_(1) and D_(2) are two 3xx3 diagonal matrices, then which of the following is/are true? D_(1) and D_(2) is a diagonal matrix b.D_(1)D_(2)=D_(2)D_(1) c.D_(1)^(2)+D_(2)^(2) is a diagonal matrix d.none of these

3D Crystal systems | Bravais Lattice | Basics of Cubic Crystal System