Match the following crystal system with their axial angles.

α = β = γ = 90 °

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α = β = γ \neq 90 °

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α = γ = 90 ° β \neq 90 °

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α \neq β \neq γ \neq 90 °

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Solution

Crystal system Axial angle

Rhombohedral $α = β = γ \neq 90 °$

Cubic $α = β = γ = 90 °$

Triclinic $α \neq β \neq γ \neq 90 °$

Monoclinic $α = γ = 90 ° β \neq 90 °$


Rhombohedral	$α = β = γ \neq 90 °$
Cubic	$α = β = γ = 90 °$
Triclinic	$α \neq β \neq γ \neq 90 °$
Monoclinic	$α = γ = 90 ° β \neq 90 °$

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Match the following crystal system with their axial angles.

Crystal system Axial angle Rhombohedral α=β=γ≠90° Cubic α=β=γ=90° Triclinic α≠β≠γ≠90° Monoclinic α=γ=90° β≠90°

Crystal system Axial angle

Rhombohedral $α = β = γ \neq 90 °$

Cubic $α = β = γ = 90 °$

Triclinic $α \neq β \neq γ \neq 90 °$

Monoclinic $α = γ = 90 ° β \neq 90 °$