The number of molecules in `1 cm^(3)` of an ideal gas at `0^(@)C` and at a pressure of `10^(–5)` mm of mercury is –

Find the number of molecules in 1cm^(3) of an ideal gas at 0^(@)C and at a pressure of 10^(-5)mm of mercury.

Find the number of molecules in 1cm^(3) of an ideal gas at o^(@) and at a pressure of 10^(-5)mm of mercury.

Calculate the number of molecules in 1" cm"^(3) of an ideal gas at 27^(@)C and a pressure of 10 mm of mercury. Mean kinetic energy of a molecule at 27^(@)C is 4xx10^(-14) erg, the density of mercury is 13.6 gm/c.c.

Calculate the number of molecules in 1 cc of an ideal gas at 27^(@)C a pressure of 10 mm of mercury. Mean kinetic energy of molecule at 27^(@)C is 4 xx 10^(-14) erg, the density of mercury is 13.6 g//cc .

Calculate the number of molecules in 1 cc of an ideal gas at 27^(@)C a pressure of 10 mm of mercury. Mean kinetic energy of molecule at 27^(@)C is 4 xx 10^(-14) erg, the density of mercury is 13.6 g//cc .

Calculate the number of molecules in one cc of a perfect gas at 27^@C and at a pressure of 15 mm of mercury. Take mean KE of a molecule at 27^@C as 5xx10^(-11) J and density of mercury = 13600 kg/m^3 and g= 9.8 m/s^2 .

Find the number of molecules in 10cm^3 of a perfect gas at at 40^@C and at a pressure of 2cm of mercury. Mean KE of a gas at 40^@C=6xx10^(-21) J. Density of mercury = 13600 kg/m^3 .

Calculate the number of molecules is 2 c.c of the perfect gas at 27^(@)C at a pressure of 10 cm. of mercury. Mean kinetic energy of each molecule at 27^(@)C = 7 xx 10^(-4) erg and acceleration due to gravity = 980 cm s^(-2) .

The numbers of molecules in 10.46L of gas at 0^(@) C and 1 atmosphere pressure is approximate

The number of molecules in a litre of a gas at temperature of 27^(@)C and a pressure of 10^(6) dyne cm^(-2)