Page 67 - SP015 Past Years PSPM Chapter 6 -14 Ver 2020
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PSPM SP015



                     PSPM 2004/2005  SF017/2  No. 8

               7.    Nitrogen (N 2) gas in cylinder at STP has a mass of 112 g. When the gas is compressed
                     at pressure 10 atm, the temperature of the gas increases to 700 C. Calculate the initial
                     and final volume of the gas. (Mass of 1 mole of N 2 gas is 28 g.)              [4 m]



                     PSPM 2012/2013  SF016/2  No. 8(c)(ii)

                                            3
               8.    The pressure of a 50 cm  ideal gas at 25 C is 75 Pa. Determine the number of
                     molecules of the gas.                                                          [3 m]



                     PSPM 2013/2014  SF016/2  No. 8(b)(ii)

               9.    The mass of an empty 50 litres gas cylinder is 4.8 kg. The cylinder is filled with
                     nitrogen gas up to pressure of 60 atm. Given the room temperature 29 C and the
                     molecular mass of nitrogen 28 g, calculate the new mass of the cylinder.       [3 m]



               Kinetic Theory of Gases


                     PSPM 2006/2007  SF017/2  No. 14(a)

               10.  State four assumptions of kinetic theory of gases.                              [3 m]



                     PSPM JUN 1999/2000  SF015/2  No. 7(a)

               11.  State the assumptions required about molecules to obtain the relation between pressure
                                                      2
                     and density of ideal gas, p =  <v >.                                          [2 m]
                                                 1
                                                 3



                     PSPM 2003/2004  SF017/2  No. 8(b)

               12.  According to the theory of kinetics gas, the pressure of an ideal gas, p is given as
                                               1
                                                    2
                                           p =    <v >    where   is the gas density.
                                               3

                                                              2
                     (a)  State what is meant by the symbol <v >.                                   [1 m]
                                                                               2
                     (b)  Express the rms velocity of the molecule in terms of <v >.                [1 m]
                     (c)  If the gas is composed of polyatomic molecule, how would the expression in (b)
                          changes?                                                                  [1 m]



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