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Given length of side of hexagonal uint...

Given length of side of hexagonal uint cell is `(100)/sqrt(2)` pm . The volumes of hexagonal unit cell is `("in" "pm"^(3))`:

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Given length of side of hexagonal unit cell is (100)/sqrt(2) pm . The volume of hexagonal unit cell is ("in" "pm"^(3)) :

Tungsten has a density of 19.35 g cm^(-3) and the length of the side of the unit cell is 316 pm. The unit cell is a body centred unit cell. How many atoms does 50 grams of the element contain?

Tungsten has a density of 19.35 g cm^(-3) and the length of the side of the unit cell is 316 pm. The unit cell is a body centred unit cell. How many atoms does 50 grams of the element contain?

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Which of the following dimensions represent a hexagonal unit cell ?