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- Chemistry in daily life
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217 - Chemistry Questions Answers
WHICH OF THE FOLLOWING HAS LOWEST BOILING PT. (HARY. PMT 2003)
1) NaCl
2) CuCl
3) CuCI2
4) CsCl
SIR ANSWER GIVEN IS(3) . BUT AS THE NO. OF IONS IS MAX IN CuCl2 SO IT SHOULD HAVE MAX BP . THEN WHY ITS BP WILL BE MIN. ??
The only possibility is that the dissociation of the salt CuCl2 is low yet NaCl and CsCl are strongly dissociable salts. But CuCl should be less dissociable than CuCl2 . On this basis answer should be CuCl.
It is also probable that the question will be highest boiling point.
explain the mechanism when alkenes are treated with cold KMnO4 ?
Sir the formula for converting volume in STP condition is given in my book if volume is not given in STP condition. But my problem is that I don't know how to use it . please explain me this formula and I request you to give me Ques. related to this formula.
Formula for converting volume at temperature T to STP is
P1V1/T1 = P2V2/T2
Two oxides of a metal contain 72.4% and 70% of metal respectively. If formula of 2nd oxide is M2O3, find that of the first?
Sir the answer is M3O4. But I don't know the steps for doing this type of question, so pls explain me each step!!!
for second oxide ratio of metal and oxygen = 70:30
let molcular mass of metal = M so 70/30 = 2M/3*16
or 7/3 = 2M/48 so M = 24*7/3 = 56
now for first oxide ratio of metal and oxygen = 72.4/27.6 (By weight)
so ratio by no. of atoms = (72.4/56)/(27.6/16) = 72.4*16/27.6*56 = 1158.4/1545.6 = 3/4
THE E0 VALUES OF FOLLOWING REDUCTn Rxn R GIVEN
Fe 3+ (aq ) + e ----> Fe3+ (aq) E0= 0.771V
Fe2+(aq) + 2e----> Fe (s) E0 =0.447V
WHAT WILL BE THE FREE ENERGY CHANGE FOR D Rxn ?
Fe3+(aq) + 3E----> Fe(s)
ans +11.87kJ/MOL.
Third reaction is the sum of 1st and 2nd so energy of 3rd will be the sum of energies of 1st and 2nd.
delta G = n1FE1 + n2FE2 = 1F(0.771) + 2F(0.447) = F(0.771+0.894) = 1.665F = 1.665*96368 = 160452.7 J = 38203.03 cal = 38.20303 cal
so total energy of the reaction
Fe3+(aq) + 3e- -------> Fe(s) is 38.203 cal
and value of n = 3 so per mole energy = 38.203/3
QUES) AMMONIA UNDERGOES SELF DISSOCIATION ACCORDING TO D Rxn
2NH3 (l) ------> NH4+ (am) + NH2- (am)
WHERE am , STANDS FOR AMMONIATED . WHEN 1 MOL OF NH4Cl IS DISSOLVED IN 1 kg OF LIQUID AMMONIA , THE B.P. AT 760 TORR IS OBSV. AT -32.70 C ( NORMAL BOILING B.P OF NH3 (l) IS -33.40 C )
WHAT CONCLUSn ARE REACHED ABOUT THE NATURE OF SOLn??
( ANS NH4Cl IS COMPLETELY DISSOCIATED IN NH3)
boiling point elevation = (-32.7) - (-33.4) = 0.7
now according to the given data
boiling point elevation = 1000*K(ammonia)*1/1 = 1000*0.00035 = 0.35
so i = 0.7/0.35 = 2
so 100 % dissociation
consider two half cells based on the Rxn
Ag+(aq) +e- ----> Ag(s)
the left half cell contain Ag+ ions at unit concn , &the right half cell initially had the same concn of Ag+ ions , but just enough NaCl (aq) had been added to completely precipitate the Ag+(aq) as AgCl . if emf ofthe cell is 0.29 V , then log10Ksp would have been ?? ( ANS -9.804)
(AMU 2012)
Ecell = EC - EA - (0.0591/1) logs
on taking the values 0.29 = -0.0591 logs
or logs = -0.29/0.0591 = -4.907
now Ksp = s2
so logKsp = 2logs = -9.8
What approximate proportions by volume of water( d=1g/cc) and ethylene glycol C2H6O2 (d=1.12g/cc) must be mixed to ensure protection of an automobile cooling system to -10 C?
we know that dT = Kfm so m = 10/1.86
m means moles of ethelene glycol in 1000 gm water
so 1000 gm water contains (10/1.86) * 62 gm ethylene glycol
so 1000 cc water contains [(10/1.86)* 62] / 1.12 cc
now calculate
10.1 g of a volatile liquid occupies a volume of 4 litres when vaporised at 100 C and 70 cm pressure. what would be the osmotic pressure of a 2% ( grams per 100 cc) solution of this substance at 0 C?
10.1 g of a volatile liquid occupies a volume of 4 litres when vaporised at 100 C and 70 cm pressure.
first convert this volume to STP by using the formula P1V1/T1 = P2V2/T2
after getting the value of V2 , we can say that V2 volume contains 10.1 gm so 22.4 litre will contain 10.1*22.4/V2
thus we will get molar mass
now use πV = (w/M) RT
V = 0.1 litre, w = 2 gms, M = calculated above, T = 273 K
The vapour pressure of pure benzene is 22 mm & that of pure toulene is 75 mm at 200 C . what is the composition of the solution of these two components that has a vapour pressure of 50 mm at this temperaure? what is the composition of vapour in equilibrium with this solution?
x22+(1-x)75 = 50
so 22x+75-75x = 50
so 53x = 25 so x = 25/53
so ratio of there amounts (in mole) = 25/53 : 28//53 = 25:28
now ratio in vapour form can be obtained by this method
v. p. of pure benzene = 25/53 * 22 = 550/53
and v. p. of pure toluene = 28/53 * 75 = 2100/53
so ratio = (550/53)/(2100/53) = 550/2100 = 55/210 = 11/42