Put the appropriate symbol (<, >) in each of the following boxes: 102394      (     )  99887      2507324    (     )  2517324 3572014    (     )  10253104 47983505  (     )  47894012

Fill in each of the following boxes with the correct symbol > or 3254790 square 3260152

Fill in each of the following boxes with the correct symbol > or 1003467 square 987965

Fill in each of the following boxes with the correct symbol > or 3572014 square 10235401

Fill in each of the following boxes with the correct symbol > or 27596381 square 7965412

Fill in each of the following boxes with the correct symbol > or 47893501 square 47894021

Fill in each of the following boxes with the correct symbol > or 10357690 square 11243567

If A={0,1,2,3,4,5,6,7,8,9, 10} , then insert the appropriate symbol in or !in in each of the following blank spaces: 4..A ii. 12A -4A iv. 9..A 0.A vi. -2.A

The pressure exerted by an ideal gas is P = (1)/(3) (M)/(V)C^(2) , where the symbols have their usual meaning. Using standard gas equation, PV = RT, we find that C^(2) = (3 RT)/(M) or C^(2) oo T . Average kinetic energy of translation of one mole of gas =(1)/(2) MC^(2) = (3 RT)/(2) with the help of the passage given above, choose the most appropriate alternative for each of the following quetions : Average thermal energy of a helium atom at room temperature (27^(@)C) is Given, Boltzmann constant k = 1.38 xx 10^(-23) JK^(-1) :

The pressure exerted by an ideal gas is P = (1)/(3) (M)/(V)C^(2) , where the symbols have their usual meaning. Using standard gas equation, PV = RT, we find that C^(2) = (3 RT)/(M) or C^(2) oo T . Average kinetic energy of translation of one mole of gas =(1)/(2) MC^(2) = (3 RT)/(2) with the help of the passage given above, choose the most appropriate alternative for each of the following quetions : Average thermal energy of one mole of helium at this temperature is (Given gas constant for 1 gram mole =8.31 J "mole"^(-1) K^(-1) .