Nio adopts the face-centered-cubic arrangement. given that the density of nio is 6.67 g/cm3, calculate the length of the edge of its unit cell (in pm).

Respuesta :

The length of the edge of its unit cell  is  mathematically given as

a = 420 pm

What is the length of the edge of its unit cell?

Extending from one point to another, length is the unit of measurement for distance.

According to the SI, length is a distance dimension. Typically, a length unit is selected as the basis for the system, with all other units of measurement being derived from it.

The metre is the fundamental length standard used throughout the International System of Units.

Generally, the equation for density  is  mathematically given as

density = Z x M / No x a3

Therefore

density = 4 x 74.6 / 6.02x10^23

density = 6.67 g/cm3

In conclusion,

6.67 g/cm3 = (4)(74.6) / (6.02x1023)(a3)

a3 = 7.43x10-23 cm3

a = 420 pm

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