The correct relation connecting the universal gas constant (R), Avogadro number N $_{A}$ and Boltzmann constant (K) is :

R = N K^{2}

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K = N R

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N = R K

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R = N K

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Solution

The correct option is D $R = N K$
Units of R, N and K are $J o u l e \times m o l e^{- 1} \times K^{- 1}$ , $m o l e^{- 1}$ and $J o u l e \times K^{- 1}$
So $R = N \times K$

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The correct relation connecting the universal gas constant (R), Avogadro number NA and Boltzmann constant (K) is :

The correct option is D R=NKUnits of R, N and K are Joule×mole−1×K−1, mole−1 and Joule×K−1So R=N×K

The correct relation connecting the universal gas constant (R), Avogadro number N $_{A}$ and Boltzmann constant (K) is :

The correct option is D $R = N K$
Units of R, N and K are $J o u l e \times m o l e^{- 1} \times K^{- 1}$ , $m o l e^{- 1}$ and $J o u l e \times K^{- 1}$
So $R = N \times K$