As per equipartition theorem,
The energy of a thermodynamic system in equilibrium is partitioned equally among its degrees of freedom and molar heat capcity is given as
"C_v=\\frac{d}{2}R,"
and we know that "C_p=C_v+R"
"C_p=\\frac{d}{2}R+R"
where d is the degree of freedom, for ideal gas d=3
Now,
"C_v=\\frac{3}{2}R, C_p=\\frac{3}{2}R+R=\\frac{5}{2}R" , we know that
R=NKB,
"R=6.022\\times 10 ^{23}K_B"
"C_P=15\\times10^{23}K_B"
so u need to write 15
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