A gas cylinder contains 12 x 10 24 molecules of oxygen gas. If Avogadro's number is 6 x 10 23 ; Calculate:

ICSE Class 10 Chemistry PYQ · 2016 Paper · Section II

5(a)Written · 2016 · Section II · 2016 Paper

A gas cylinder contains 12 x 1024 molecules of oxygen gas.
If Avogadro's number is 6 x 1023; Calculate:

(i) the mass of oxygen present in the cylinder.

(ii) the volume of oxygen at S.T.P. present in the cylinder. [O=16]

Show SolutionHide Solution↓

Gram molecular mass of oxygen = 32 g = 1 mole and contains 6 x 1023 molecules i.e., 6 x 1023 molecules weigh 32 g

∴ 12 x 1024 molecules will weigh = $\frac{32}{ 6\times 10^{23}}$ x 12 x 1024 = 640 g

(ii) 6 x 1023 molecules occupy 22.4 lit. of vol.

∴ 12 x 1024 molecules will occupy = $\frac{22.4}{ 6\times 10^{23}}$ x 12 x 1024 = 448 lit.

Hence, mass of O2 present in the cylinder = 640 g and volume of O2 at S.T.P. present in the cylinder = 448 lit.

← Previous questionNext question →

Browse the free Chemistry sample bank