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CHAPTER 5, STATES OF MATTER, 1., , Change in state : It is over all effect of Intermolecular, forces, molecular Interactional energy & thermal energy:, , 2., , Measurable properties of gases : P,V, T, n, Viscosity,, specific heat are some measurable properties., , 3., , Gas Laws : The quantitative relationship b/w any two of, the variables (V, n, P,T) when other two are constant., , 4., , Boyle’s Law : The pressure of fixed msss of gas varies, inversely with the volume at constant T. P α 1/V(n,T const.), P1V1 = P2 V2, , 5., , Charle’s Law : At constant P, the volume of fixed amount, of gas varies directly with its absolute temperature., VαT, , 6., , or, , V, T, , cons tan t ,, , V1, T1, , V2, T2, , Gay lussac’s Law : At constant V, The pressure of fixed, amount of gas varies directly with its absolute temperature., PαT, , 7., , or, , P, T, , const ,, , P1, T1, , P2, T2, , Ideal gas equation : The relationship b/w P, V and T by, Gas Laws PV= nRT., , 8., , Avogadro’s Law : At given T and P, the volume of gas, varies directly to the amount of gas . V α n ( P, T constant), , 9., , Dalton’s Law of partial persure : The pressure enerted by a, mixture of non reacting gases is equal to the sum of their, partial pressure at constant (V,T), 73

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P (total ) = P1 + P2 + P3 + ………. (T, V, constant), 10., , 11., , 12., , Kinetic Molecular theory :, a. Gases consist of large number of identical particles, (atoms or molecules) that are so small that the actual, volume of the molecules is negligible in comparison to, the empty space between them., b. There is no force of attraction between the particles of a, gas at ordinary temperature and pressure, c. Particles of a gas are always in constant and random, motion, d. Pressure is exerted by the gas as a result of collision of, the particles with the walls of the container, e. Collisions of gas molecules are perfectly elastic, f. At any particular time, different particles in the gas have, different speeds and hence different kinetic energies, g. Average kinetic energy of the gas molecules is directly, proportional to the absolute temperature, Real Gases : The gases which deviates from Ideal behavior, at higher pressure and low temperature b/c of force of, attraction b/w molecules increases ., Compressibility factor (Z) : It determine extent of devation, of real gases from Ideal gas behavior : Z =, , PV, for ideal, n.R.T ., , gas Z=1, for Nonideal gas Z< 1, Z > 1, n2a, V2, , 13., , Vander waal’s Equation : P, , 14., , Critical Temperature : (Tc) The temperature above which a, , V, , nb, , nRT., , gas cannot be liquefied whatever high pressure may be, 15., , Critical Pressure : The minimum pressure required to liquity, a gas at its critical temperature., , 16., , Critical Volume : The volume of 1 mole of gat at Tc, Pc., , 17., , Super cooled liquids : The liquids which are cooled to a, temperature below its freezing point without freezing ., 74

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18., , Elastic Collision : The collisions in which no loss of K.E., only there is transfer of energy., , 19., , Vapour pressure : The equilibrium pressure by vapour of, liquid in a container at given temperature (T), , 20., , At higher altitude : The b.p. of water decreases b/c the, atmospheric pressure is less than one atmosphere., , 21., , Surface Tension (V) : It is force acting per unit length, perpendicular to the line drawn on the surface : (Nm-1) : It, decreases with increases in T, it increases with increase in, external pressure, b/c of it falling drops of liquid are, spherical, liquid in capillary tube rises., , 22., , Viscosity (η) : It is resistance offered to the flow of liquid, due to friction b/w layer of fluids . F n. A., , 23., , dv, dn, , Effect of T & P on viscosity : It decreases with increase in, T, and increases with increase in P., , 24., , Low M.P. & B.P. of molecular liquids is due to low, magnitude of molecular interaction energy., One mark questions, , 1., , At what condition surface tension vanishes ?, , 2., , Why Helium is used in balloons in place of hydrogen?, , 3., , At what temperature below which a gas does not obey ideal, gas law?, , 4., , At what temperature the volume of a gas is supposed to be, zero?, , 5., , What is the molar volume at 0oC and 1 bar pressure?, 75

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6., , Name the temperature above which a gas cannot be, liquefied by any amount of pressure., , 7., , What is the effect of increase of temperature on surface, tension and viscosity in a liquid?, , 8., , How is the partial pressure of a gas in a mixture is related to, the total pressure of the gaseous mixture?, , 9., , Why vegetables are cooked with difficulty at hill station., , 10., , What is the value of Z (compressibility factor) for an Ideal, gas?, , Answers to One mark questions, Ans 1 At critical temperature, meniscus b/w liquid and vapours, disappears., Ans 2., , He is incombustible , though heavier than H2 ., , Ans 3., , Below Boyle Temperature., , Ans 4., , At absolute zero (O K) temperature., , Ans 5., , It 22400 ml., , Ans 6., , It is critical temperature (Tc), , Ans 7., , Both decreases with increase in temperature, , Ans 8., , P1 = X1 x P (total), , Ans 9., , At hill station the atmospheric pressure is less and so, , boiling point decreases., Ans10., , For ideal gas Z=1., , Two Marks Questions, Q.1, , How do you convert pressure in atmosphere in to SI unit., , 76

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Q.2, , What type graph will you get when PV is plotted against P, at constant temperature., , Q.3, , What would have happened to the gas if the molecular, collisions were not elastic?, , Q.4, , At a particular temperature, why vapour pressure of acetone, is less than of ether?, , Q.5, , Why liquids diffuse slowly as compared to gases?, , Q.6, , What would be the SI unit for quantity, , Q.7, , In terms of Charle’s law explain why -273o C is the lowest, , P.V 2 .T 2, ?, n, , temperature?, Q.8, , For real gases the relation b/w P,V,T is given by vander, Waal’s equation, write it for n moles?, , Q.9, , What correction is applied to obtain pressure of dry gas, with the total pressure & aqueous tension?, , Q.10 Name two phenomena that can be explained on the basis, of surface tension., Answers to two marks questions, Ans 1., , 1atm = 101325 Pa or Nm-2, 1 bar = 105 Pa., , Ans 2 .A straight line parallel to pressure axis., Ans 3., , On every collision there is loss of energy, so molecules, , would have slowed down & settled down in vessel and, pressure reduce to O., Ans 4., , b/c molecular force of attraction in acetone is stronger, , than those present in ether., , 77

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Ans 5., , In liquids the molecules are less free than in a gas. i. e, , intermolecular forces in liquid are greater than in gas., P.V 2 .T 2, n, , Ans 6., , N .m, , 2, , (m 3 ) 2 ( K ) 2, mal, , N .m 4 k 2 mal, , 1, , Ans 7 At -273o C, the Volume of gas becomes equal to zero i. e., gas ceases to exist., Vander waal’s equation, , Ans 8., , n2 a, v2, , P, , V, , nb, , n.R.T ., , P (dryygas) = P (Total) – Aqueous tension, , Ans 9., , Ans 10. Surface tension can explain (i) capillary action. (ii), Spherical shape of small drops of liquid., Three Marks Questions, Q.1, , Calculate temperature of 4.0 moles of gas occupying 5dm3, volume at 3.32 bar. (R= 0.083 bar dm3 k-1 mol-1), , Ans, , PV, , nRT , or T, , Or T, Q.2, , PV, nR, , 3.32 bar x 5dm3, 4.0mol x 0.083bar dm3 k 1 mol, , 1, , 50. Ans, , 34.05 ml of phosphorus vapours weight 0.0625g at 543 o C, and 1 bar pressure what is molar mass of phosphorous?, , Ans., , P1V1, T1, , P2 V2, ,, T2, , 1 x v2, 1 x 34 .05, at 0 o C, (54 b 273 ) 273, , Or V2 = 11.35 ml, Now 11.35 ml of vapours at 0 oC and 1 bar pressure weight, 0.0625 gm, , 78

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(i) The size of weather balloon becomes longer and larger, as it ascend up into higher altitudes., , Ans, , (i) At higher altitudes atmospheric pressure decreases, but, , inside the balloon gas exerts pressure and size becomes larger., Q.8, , What do you mean by ideal gas and real gas? Why do real, gases deviate from ideal behaviors?, , Ans. Ideal gas follows gas laws at all P & T, Real gas donot “ gas laws at all P & T., Real gas deviate from ideal behaviour due to force of attraction, and because of volume of molecules of gases are not, negligible., Q.9, , Using the equation of state PV=nRT Show that at given T,, density of gas proportional to gas pressure P., , Ans, , PV, , n RT, P, , P, , P, , n, . RT, v, , m 1, m RT, , , R.T ., ., M V, V M, , RT, P., (Where P, M, , PxP , , RT, M, , m, ), v, , const., , Q.10 Critical temperature of CO2 and CH4 gases are 31.10C and 81.90C respectively. Which of these has strong intermolecular, forces & why?, Ans CO2 has strong vander waal’s forces of attraction than CH4. b/c, of greater polarity and high molecular wt., 80

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Hots Questions with Answers., (a)Why aerated water bottles kept under water during summer?, (b) Which property of liquid is responsible for spherical, shape of drop?, (c) Why is moist air lighter than dry air?, (d) Define aqueous tension?, (e) What is units of a and b which are vander waal’s, constant?, Ans (a) To reduce temperature so to reduce pressure, other wise, bottle may burst., (b) Surface Tension., (c) Moist air has water vapours which lowers vapour density,, so it is lighter., (d) It is pressure of water vapours at given T., (e)Unit of a in atm. L2 mol-2, b is L mol-1., Q.2, Why does sharpened edge becomes smooth on heating up to, melting point?, Ans On heating the glass it melts and take up rounded shape at, edges which has minimum surface area. b/c of surface tension., Q.3 Arrange following in order of increasing density:, Q.1, , Ans, 1Atm, , d, , PM, , O2 at 250 C , 1atm, O2 at O 0 C , 2 atm, O2 at 2730 C , 1 atm., RT, , d, , PM, P, , R, M are constant, so d depends upon, so at 250C,, RT, T, , P, T, , 1, P 1, o, Hence increasing order of, , At 273 C, 1atm, 298, T 546, , density will be: O2 at 2730 C, 1atm < O2 at 250 C, 2atm., Q.4, , An O2 cylinder has 10L O2 at 200 atm. It patient takes 0.50ml, , of O2 at 1 atm in one breath at 370C. How many breaths are possible?, Ans 10L at 200 atm = ? L at 1atm, V2 = 2000 L, No of breathes =, , P,V , P2 V2, , 200 x10 1 x V2 or, , Total Volume, 2000 L, 4 x 10 6, Volume for 1breath 0.5 x 10 3 L, , 81