Assuming that `O_(2)` molecule is spherical in shape with radiusw `2overset(@)A`, the percentage of the volume of `O_(2)` molecules to the total volume of gas at S.T.P. is :

Shape of H_(2)O_(2) molecule is

Atomic and molecular sizes are typically of the order of a few Angstroms. Assuming that a N_2 molecules is spherical in shape with radius (r) = 2 xx 10^(-10) m, calculate the percentage of empty space in one mole of N_2 gas at S.T.P.

Assuming N_2 molecule of spherical shape with radius 2 xx 10^(-10) m, the percentage of empty space in one mole of N_2 gas taken at STP is :

Average volume available to a molecule in a sample of ideal gas at S.T.P. is

Average volume available to a molecule in a sample of ideal gas at S.T.P. is

Average volume available to a molecule in sample of a gas at STP is

Nitrogen molecule (N_(2)) has radius of about 0.2 nm. Assuming that nitrogen molecule is spherical in shape, calcualte (a) volume of a single molecule of N_(2) . (b) the percentage of empty space in one mole of N_(2) gas at S.T.P.

Assuming a nitrogen molecule spherical in shape and occupying the radius 200 pm calculate (a) The volume of single molecule of gas (b) the percentage of empty space in one mole of N_(2) gas at NTP ? .

Assuming a nitrogen molecule spherical in shape and occupying the radius 200 pm calculate (a) The volume of single molecule of gas (b) the percentage of empty space in one mole of N_(2) gas at NTP ? .