According to debye's lock the molar heat capacity at constant volume of a diamond wheres with the temperature as follows Cv = 3R 4π⁴/5 (T/ theta d)³ what is the entropy change in units of R of a diamond of 1.2g mass when it is heated at constant volume from 10 to 350K? The molar mass of diamond is 12h and the
According to debye's lock the molar heat capacity at constant volume of a diamond wheres with the temperature as follows Cv = 3R 4π⁴/5 (T/ theta d)³ what is the entropy change in units of R of a diamond of 1.2g mass when it is heated at constant volume from 10 to 350K? The molar mass of diamond is 12h and the
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According to debye's lock the molar heat capacity at constant volume of a diamond wheres with the temperature as follows Cv = 3R 4π⁴/5 (T/ theta d)³ what is the entropy change in units of R of a diamond of 1.2g mass when it is heated at constant volume from 10 to 350K? The molar mass of diamond is 12h and theta d is 2230K
Transcribed Image Text:According to Debyels
capacity
's law the molar heat
at constant voleeme. of a diamond
Karies wrth the temperature as felloos
cv=3R 4T/ what & the entropy chargo
8.29mass
when it is heated at constant volíme from
of diamand iš
5.
in units e Rg a diamord
10to 350 K2 * The molar mass
and 8, s 2230 K.
129
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