In a HC1 molecule, we may treat C1 to be of infinite mass and H along oscillating. If the oscillations of HC1 molecule shows frequency `8xx10^(13)s^(-1)`, deduce the force constant. Avogadro's number `=6xx10^(26)` per kg mol.

In a HCl molecule, we may treat Cl to be of infinite mass and H alone oscillating. If the oscillations of HCI molecule shows frequency 9 xx 10^(13)s^(-1) , deduce the force constant. Given Avogadro's number 6 xx 10^(26) per kg mole.

In a HCI molecule, we may treat Cl to be of infinite mass and H alone oscillating. If the osillation of HCI molecule shows frequency 9xx10^(13) s^(-1) , deduce the force constant. The Avogadro number =6xx10^(26) per kg-mole.

Calculate the most probable speed of a molecule of hydrogen at N.T.P. The Boltzmann constant is 1.38 xx 10^-23 J per degree and Avogadro's number is 6 xx 10^26 per kg mole.

A body of mass 16 kg is made to oscillate on a spring of force constant 100 N kg^(-1) . Deduce the angular frequency.

Calculate the value of Boltzmann constant k_(B) , Given R = 8.3 xx 10^(3) J//kg-mol-K and Avogadro number, N = 6.03 xx 10^(26)//kg-mol .

The kinetic energy of a molecule of oxygen at 0^(@)C is 5.64 xx 10^(-21) J . Calculate Avogadro's number. Given R = 8.31 J "mol^(-1)K^(-1) .

A body of mass 1 kg is made to oscillate in turns on springs of force constant 16 N/kg. Deduce the angular frequency.

The mass of a molecule of hydrogen is 3.332xx10^(-27) kg. Find the mass of 1 kg mol of hydrogen gas.

A silver atom in a solid oscillated in simple harmonic motion is some direction with a frequency of 10^(12)s^(-1). What is the force constant of the bonds connecting one atom with the other? (mole wt. of silver = 108 and Avogadro number = 6.02 xx 10^(23) g. "mol"^(-1) )