maximum possible no. of two dimensional and three dimensional lattices are respectively .a.5 and 14 .b.7 and 14 .c. 14 and 4 .d. 5 and 13
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The maximum possible number of two dimensional and three dimensional lattices are which is 7 and 14.
Option B
Explanation:
- In the two different dimensions which are given there are always 5 amount of different types of bravais lattices which are also called the square lattices, rectangular lattices, hexagonal lattices, central rectangular lattices and parallelogram lattice.
- Therefore the 3 dimensions contain 14 different bravais lattices.
- These 14 bravais lattices are formed from the 7 different crystal systems.
- Therefore the option B which is 7 and 14 is the correct answer.
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