Explore topic-wise InterviewSolutions in Current Affairs.

This section includes 7 InterviewSolutions, each offering curated multiple-choice questions to sharpen your Current Affairs knowledge and support exam preparation. Choose a topic below to get started.

1.

The heat of combustion of C_(2)H_(6) is -368.4 kcal. Calculate the heat of combustion of C_(2)H_(2), when the heat of combustion of H_(2) is 68.32 kcal mol^(-1). C_(2)H_(4)(g) + H_(2)(g) rarr C_(2)H_(6)(g) , Delta H = 37.1 kcal.

Answer»

Solution :`C_(2)H_(4)(G) + H_(2)(g) RARR C_(2)H_(6)(g) , Delta H = -37.1 kcl`
`Delta H_(c )C_(2)H_(6) = -368.4 kcal, Delta H_(c )C_(2)H_(4) = ? , Delta H_(c )H_(2(g)) = -68.32 kcal`
`Delta H = SigmaDelta H_("c(reactants)") = -Sigma Delta H_("c(products)")`
`Delta H = Delta H_(c )C_(2)H_(4) + Delta H_(c )H_(2(g)) - Delta H_(c )C_(2)H_(6(c ))`
`-37.1 kcal = Delta H_(c )C_(2)H_(4) - 68.32 - (-368.4)`
`Delta H_(c )C_(2)H_(4) = -337.18 K cal`.
2.

The heatof combustion of benzene in a bomb calorimeter ( i.e., constant volume ) was found to be 3263.9 kJ mol^(-1) at 25^(@)C. Calculate the heatof combusion of benzene at constant pressure.

Answer»

Solution :The reaction is `C_(6)H_(6) (l) +7(1)/(2)O_(2)(G) rarr 76CO_(2)(g) + 3H_(2)O(l)`
In this reaction, `O_(2)` is the only gaseous reactant and `CO_(2)` is the only gaseous product.
`:. Delta N_(g)= n_(p) - n_(r) = 6-7(1)/(2) = -1(1)/(2)= - (3)/(2)`
Also, we are given`Delta U ( or q_(V))= - 3263.9 kJmol^(-1)`
`T= 25^(@)C = 298 K`
`R = 8.314 J K^(-1)mol^(-1) = (8.314)/(1000) KJ K^(-1) mol^(-1)`
`Delta H ( or q_(p))= Delta U + Delta n_(g) RT = - 3263.9- 3.7 kJ mol^(-1) + (-(3)/(2)mol) ((8.314)/(1000) kJ K^(-1) mol^(-1)) ( 298K)`
`= - 3263.9 - 3.7 kJ mol^(-1) = - 3267.6 kJ mol^(-1)`
3.

The heat of combustion of benzene at 27^@C found by bomb calorimeter i.e., for the reaction C_6H_6_((l)) +7 1/2O_(2(g)) + 6CO_(2(g)) +3H_2O_((l)) is -780 K.Cal mol^(-1). The heat evolved on burning 39g of benzene in an open vessel will be

Answer»

390 K.Cal
`780.9 K.Cal `
`390.45 K.Cal `
`780 K.Cal `

ANSWER :C
4.

The heat of combustion of acetylene is 312kcal. If heat of formation of CO_(2)and H_(2)O are 94.38 and 68.38 kcal respectively. Calculate C-=C bond energy. Given that heat of atomisation of C and H are 150.0 and 51.5kcal respectively and C-H bond energy is 93.64kcal.

Answer»


ANSWER :`160.86kcal;`
5.

The heat of combustion of benzene at 27^@C and at constant volume is -3245 KJ. Then the heat of combustion of benzene at the same temperature and at constant pressure

Answer»

`-3241.26 KJ`
`-3252.48 KJ` 
`-3248.74 KJ`
`3248.74 KJ`

ANSWER :C
6.

The heat of combustion a sugar is -790KJmol^(-1). A person requires 2370KJ of energy for his daily activities and he consumed 540 g of sugar to meet his activities. Calculate the molecular weight of the given sugar.

Answer»


ANSWER :180
7.

The heat of atomisation of PH_(3)(g) and P_(2)H_(4)(g) are 954 kJ"mol"^(-1) and 1485 kJ"mol"^(-1) respectively. The P - P bond energy in kJ"mol"^(-1) is

Answer»

213
426
318
1272

Solution :`PH(3)(g) to P(g) + 3H(g) Delta_(r)H^(@) = 954 kJ"mol"^(-1)`
The bond energy is the average energy for 3 P-H bonds as :
Average bond energy pf P-H bond = `(954)/(3) = 318 kJ"mol"^(-1)`
`P_(2)H_(4)` has four P-H bonds and ONE P-P bond
B.E (P-P) + 4 B.E(P-H) = `1485 kJ"mol"^(-1)`
B.E(P-P) + `4 xx 318 = 1485 kJ"mol"^(-1)`
B.E(p-p) = `1485 - 4 xx 318`
`= 1485 - 1272`
=`213 kJ "mol"^(-1)`.
8.

The heat of atomisation of PH_(3(g)) is 228 kCal mol^(-1) and that of P_(2)H_(2(g)) is 355 kCal mol^(-1). The energy of the P-P bond is (kn kCal)

Answer»

102
51
26
204

Solution :`PH_(3) rarr P + 3H, Delta H = 228`
`3(P- H) = 288 rArr (P - H) = 76`
`P_(2) H_(4) rarr 2P + 4H, Delta H = 355`
`(P-P) + 4(P-H) = 355`
`(P-P) = 355 -4 XX 76 = 51`
9.

The heat of atomisation of PH _(3 (g))is118 K. Cal mol ^(-1)and that of P _(2) H _(4 (g)) is 355 K.Cal mol ^(-1)The energy of the P-P bond is (in K.Cal),

Answer»

102
51
26
204

Answer :B
10.

The heat liberated when 1.89 g of benzoic acid is burnt in abomb calorimeterat25^(@)Cincreases the temperature of18.94kgof water by 0.632^(@)C. If the specific heat of water at25^(@)C is 0.998cal// g// deg, the value of heat of combustion of benzoic acid is

Answer»

`881.1kcal`
`771.4 KCAL`
`981.1kcal`
`871.2kcal`

Solution :Heat absorbed by water `= m xx s xx DELTAT`
`= 18940 g xx 0.998 cal^(-1) g deg^(-1) xx 0.632 ^(@) C`
`=11946.14 cal`
`:. ` Heat produced on combustion of1.89g of benzoic ACID`= 11946.14cal`
Molar mass of benzoic acid `( C_(6)H_(5) COOH) = 122g`
`:. `Molar heat of combustion
`= ( 11946.14)/( 1.89) xx 12 cal`
`=771126.5 cal = 771.12 kcal`.
11.

The heat evolved in the combustion of methane is given by the equation : CH_(4)(s) + 2O_(2)(g) rarr CO_(2)(g) + 2H_(2)O(l), DeltaH = - 890 .3 kJ mol^(-1) (a ) How manygrams of methane would be required to produce 445.15 kJ of heat of combustion ? (b ) How many grams of carbon dioxidewould beformed when 445.15 kJ of heat is evolved ? (c ) What volume of oxygen at STP would be used in the combustion process (a ) or (b) ?

Answer»

SOLUTION :(a) From the GIVEN equation ,
890.3kJ of heatis produced from 1 mole of`CH_(4), i.e., 12+4 = 16 g ` of `CH_(4)`
(b ) `:.445.15kJ` of heat is produced from 8g of `CH_(4)`
(b) From the given equation, when 890.3 kJ of heat is evolved , `CO_(2)` FORMED `=1`mole `=44 g `
`:. `When 445.15 kJ of heatis evolved , `CO_(2)` formed `= 22g`
(c ) From the equation , `O_(2)` used in the production of 890.3 kJ of heat `=2` moles`= 2 xx 22.4 ` litres at STP
`= 44.8` litres at STP
Hene, `O_(2)` used in the production of 445.1 5 kJ of heat = 2 22.4 litres at STP.
12.

The heat of formation of crystalline sodium chloride is -410 kJ mol^(-1). The heat of sublimation of sodium metal is 180.8 kJ mol^(-1). The heat of dissociation of chlorine gas into atoms is 242.7 kJ mol^(-1). The ionisation energy of Na and electron affinity of Cl are 493.7 kJ and -368.2 kJ respectively. Calculate the lattice energy of NaCl.

Answer»

Solution :Based on the Hess LAW, Born - HABER cycle is constructed.
`-Q=+S+1/2D+I-E+U`
Substituting the RESPECTIVE VALUES, we get `410=108.8+1/2xx242.7+493.7-368.2+U`
Lattice energy of sodium chloride, `U=-765.65KJmol^(-1)`.
13.

The heat evolved in the combustion of glucose is shown in the equation : C_(6)H_(12)O_(6)(s) + 6O_(2)(g) rarr 6CO_(2)(g) + 6H_(2)O (g) , Delta_(c ) H = -2840 kJ mol^(-1) What is the energy requirement for production of 0.36g of glucose by the reverse reaction ?

Answer»

Solution :The given equation is `:C_(6)H_(12)O_(6)+ 6O_(2)(G) rarr6CO_(2)(g) +6H_(2)O(g), Delta_(r)H= -2849 k J MOL^(-1)`
WRITTEN the reverse reaction, we have
`6CO_(2)(g)+6H_(2)O(g) rarr C_(6)H_(12)O_(6)(s)+ 6O_(2)(g), Delta_(r)H= + 2840 kJ mol^(_1)`
Thus, for production of 1 mole of `C_(6)H_(12)O_(6)( = 72 + 12 + 96= 180 g )`, heat required( absorbed) `= 2840kJ`ltbgt `:. `For production of0.36 g of glucose , heat absorbed`=(2860)/(180) XX 0.36 = 5.68 kJ`
14.

The heat evolved in the combustion of 112 L ofwater gas( CO + H_(2) in the ration of1:1 by volume) is ( Giventhat heats of combustion of H_(2) andCO are -241.8and -283 kJ mol^(-1) respectively.

Answer»

`- 1414 . 0 kJ`
`-1209.0 kJ`
`- 1312.0 kJ`
`- 524.8 kJ`

SOLUTION : `H_(2)+(1)/(2) O_(2) rarr H_(2)O, DeltaH =- 241.8kJ`
`CO +(1)/(2) O_(2) rarr CO_(2), DeltaH = - 283kJ`
Since, `H_(2)` and CO have same volume in the MIXTURE, THEREFORE, each `= 56L `
`DeltaH` for combustion of `56L ` of `H_(2)`
`=-( 241.8) /( 22.40 xx56kJ = - 604.5 kJ`
`DeltaH`for combustionof `56 L ` of CO
`= - ( 283)/( 22.4) XX 56 kJ = - 707 .5 kJ`
`:. `Total `DeltaH = - 604 + ( - 707.5) = -1312kJ`
15.

The heat change for the following reaction C_((s)) + 2S_((s)) rarr CS_(2(l)) is known as

Answer»

HEAT of formation of `CS_2`
Heat of fusion of `CS_2`
Heat of VAPOURISATION of `CS_2`
Heat of TRANSITION of CARBON

Answer :A
16.

The heat capacities of the diatomic molecules attain a limiting value at higher temperature At room temperature the translational and rotational degrees of freedom contribute to the heat capacities of gases while the vibrational degree of freedom becomes active only at higher temperature .

Answer»

SOLUTION :EXPLANTION is CORRECT REASON for STATEMENT
17.

The heat associated with combustion of liquid benzene, at constant volume is -3268 kilo Joule/mole""^(-1) calculate the change in enthalpy, when this reaction occurs at 300 K, temperature (R=8.314 Joule)

Answer»

SOLUTION :`DELTAH = - 3271.74` kJ/mol
18.

The heat absorbed at constant volume is equal to the system's change in ___

Answer»

SOLUTION :INTERNAL ENERGY
19.

The Henry's law constant for the solubility of Nitrogen gas in water at350 K is8xx 10^(4)atm. The mole fraction of nitrogen in air is0.5.The numberof moles of Nitrogen from air dissolved in 10 moles of water at 350 K and 4 atm pressureis

Answer»

`4 xx 10 ^(-4)`
`4 xx 10 ^(x)`
`2xx 10 ^(-2)`
`2.5 xx 10 ^(-4)`

Solution :`K _(H) = 8 xx 10 ^(4)`
`(X_(N_(2))) _("in air") = 0.5`
TOTAL pressure = 4 atm
Partial pressure of nitrogen = Mole fraction `xx` Total pressure
`0.5 xx 4 =2`
`(P _(N _(2))) = K _(H) xx` Mole fraction of `N_(2)` in solution
`2 = 8 xx 10 ^(4) xx ("Number of moles of nitrogen")/("Total number of moles")`
`(10 + "No. of moles of" N _(2))/( "No. of moles of" N _(2)) = (8xx 10 ^(4))/(2)`
`(10)/("No. of moles of" N_(2)) +1 = 4 xx 10 ^(4)`
`(10)/("No. of moles of" N_(2)) = 4000 -1`
`THEREFORE ` No. of moles of `N _(2) = (10)/(39999) =2.5 xx 10 ^(-4)`
20.

The hardness of water sample containing 0.002 of water is expressed as:

Answer»

20 PPM
200 ppm
2000 ppm
120 ppm

Solution :Amount of `MgSO_(4)=0.002xx120xx1000`
`=120` MG
Now 120 mg `MgSO_(4)-=100 mg CaCO_(3)`
`therefore` 240 mg `MgSO_(4)-=200 mg CaCO_(3)`
1 L of water CONTAINS =200 mg of `CaCO_(3)`
or `10^(6)` mg `H_(2)O` contains =200 mg of `CaCO_(3)`
`therefore ` DEGREE of hardness =200 ppm.
21.

The hardness of water can be determined by volumetrically using the reagent

Answer»

SODIUM thio sulphate
tassium permanganate
hydrogen PEROXIDE
 EDTA

Answer :d
22.

The hardness of water can be determined by volumetrically using the reagent ………………… .

Answer»

soldium thio SULPHATE
POTASSIUM PERMANGANATE
hydrogen peroxide
EDTA

Solution :EDTA
23.

The hardest substance among the following is

Answer»

BeC
graphite
titanium
SIC

Solution :Out of the GIVEN FIVE CHOICES SiC is the HARDEST.
24.

The halogen that shows same oxidation state in all its compounds with other element is

Answer»

`I_2`
`F_2`
`Cl_2`
`Br_2`

Solution :`BaO_(2)+H_(2)SO_(4) rarr OVERSET(-2)(BaSO_4)+H_(2)overset(-1)(O_2)`
25.

The halide that is highly soluble in H_(2)O among the following is

Answer»

`BeF_(2)`
`CaF_(2)`
`MgF_(2)`
`BaF_(2)`

Solution :The solubility of halides of IIA group elements decreases from Be to BA DUE to decreases in hydration energy because of increasing size of metal cation. SO, `BeF_(2)` only soluble in water
26.

The halide of which alkaline earth metal is covalent and soluble in organic solvents ?

Answer»

Be
Mg
Ca
Sr

Solution :Because of SMALL size , `Be^(2+)` has the HIGHEST polarising power and hence `BeCl_(2)` has the highest covalent character and is THUS soluble in ORGANIC SOLVENTS .
27.

The half reaction with their oxidation potential are Pb(s)rarrPb^(2+)(aq)+2 e^(-)E_("xi")^(@)=+0.13 V, Ag (s) rarr (aq)^(+)(aq)+e^(-),E_("xi")^(@)=-0.80 V write the cell reaction and calcualte its EMF

Answer»

Solution :Rewrite the two equatin in the reduction form by reversing the sings of oxidatin potention thus
`Pb^(2+)(AQ)+2 e^(-) rarr Pb(s) , E^(@)=-0.13V`
`Ag^(+)(aq)+e^(-)rarr Ag(s),E^(@)=+0.80V`
To obtain the equation for the cell reaction MULTIPLY Eq (ii) with 2 and SUBTRACT Eq (i) from it we have `Pb(s)+2 Ag^(+)(aq) rarr Pb^(2+)(aq)+2AG(s),E_(cell)^(@)=-0.80 -(0.13)=+0.93 V`
28.

The half lives of two radioactive nuclides A and B are 1 and 2 min. respectively . Equal weights of A and B are taken separatelyand allowed to disintegrate for 4 min. What will be the ratio of weigths of A and B disintegrated ?

Answer»

`1:1`
`5:4`
`1:2`
`1:3`

SOLUTION :For A
T=4 min
`t_(1//2)=1` min
`N_(0)=x`(say)
`n=4//1=4`
`N=(N_(0))/(2^(n))=(x)/(2^(4))=(x)/(16)`
A disintegrated
`=x-(x)/(16)=(15x)/(16)`
For B
T=4 min
`t_(1//2)=` 2 min
`N_(0)=x` (say)
`n=4//2=2`
`N=(N_(0))/(2^(n))=(x)/(2^(2))`
`=(x)/(4)`
B disintegrated
`x-(x)/(4)=(3x)/(4)`
Ratio of A : B disintegrated
`(15x)/(16):(3x)/(4)`
or 5:4
29.

The half life time of ._1^3H is 12.33 years, what is the decay constant ?

Answer»

12.33 YEARS
0.5620 `"years"^(-1)`
0.05620 `"years"^(-1)`
0.05620 `"years"^(-1)`

SOLUTION :`t_(1//2)`=12.33 years
`THEREFORE` DECAY constant `lambda=0.693/t_(1//2)=0.693/12.33` years
`=0.05620 "years"^(-1)`
30.

The half life period of tritium is _________

Answer»

SOLUTION :12.33 YEARS
31.

The half life period of francium is _______

Answer»

SOLUTION :21 MINUTES
32.

The half life of Pb^(212) is 10.6 hour. It undergoes decay to itsdaughter(unstable)element Bi^(212) of half-,ofe 60.5 mintue. Calcualte the time at whichdaughter elementwil have maximum activity.

Answer»


ANSWER :`227.1` MINUTE
33.

The half life of a radio isotope is four hours. If the initial mass of the isotope was 200 g the mass remaining after 24 hours undecayed is

Answer»

1.042 G
4.167 g
3.125 g
2.084g

Solution :`t_(1//2)=4` hr
No. of half lives in 24 hours,
`n=(24)/(4)=6`
`N_(0)=200` g
`N=(N_(0))/(2^(n))=(200)/(2^(6)) g`
`=(200)/(64)=3.125 g`
34.

The half-life of .^(32)P si 14.3 day. Calculate the specific activity of a phosphours containingseciment having1.0 part per million .^(32)P (Atomic weight of p = 31)

Answer»


ANSWER :`0.295 CI` PER `G`
35.

The half life can serve as the molecular clock to determine the age of different products i.e., mineral, rocksand matter of vegetable origin such as wood, charcoal etc. because the half-life of a particlar nucleide is constant. C-14 being radio-isotope , it is also used to determine the age of different products. which is known as radio-carbon dating. C-14 is a neutron rich nucleide that decays by beta-emission with a half-life of 5730 years as under : ""_(6)^(14)C to ""_(7)^(14)N + ""_(-1)^(0)e Just after World War II . WIllcard F. Libby proposed a way to use this rection to determine the age of the carbon containing substances. The C-14 dating technique for which Libby received nobel is based upon the following assumption . (i) C-14 is produced in atmosphere at a more or less constant rate which is also equal to its rate of decay. As a result, there is a constant concentration of C-14 in the atmosphere and all living things. (ii) After death, organisms no longer pick C-14 (iii) By comparing activity of a sample with acitivity of living tissue we can estimate the age of organisms . One of the Libby's assumptions is questionable, the amount of C-14 has not been constant with time. It has varied as much as +- 5% . What will be the weight ratio of living tissue to dead tissue for the age of 22920 years , if it is dated by radio-carbon technique ?

Answer»

`16:1`
`8:1`
`10:3`
`5:7`

ANSWER :A
36.

The half life can serve as the molecular clock to determine the age of different products i.e., mineral, rocksand matter of vegetable origin such as wood, charcoal etc. because the half-life of a particlar nucleide is constant. C-14 being radio-isotope , it is also used to determine the age of different products. which is known as radio-carbon dating. C-14 is a neutron rich nucleide that decays by beta-emission with a half-life of 5730 years as under : ""_(6)^(14)C to ""_(7)^(14)N + ""_(-1)^(0)e Just after World War II . WIllcard F. Libby proposed a way to use this rection to determine the age of the carbon containing substances. The C-14 dating technique for which Libby received nobel is based upon the following assumption . (i) C-14 is produced in atmosphere at a more or less constant rate which is also equal to its rate of decay. As a result, there is a constant concentration of C-14 in the atmosphere and all living things. (ii) After death, organisms no longer pick C-14 (iii) By comparing activity of a sample with acitivity of living tissue we can estimate the age of organisms . One of the Libby's assumptions is questionable, the amount of C-14 has not been constant with time. It has varied as much as +- 5% . Charcoal sample emits 62.3% of disintegrations per gram of carbon per minute for living tissue. Then, what will be the age of charcoal ?

Answer»

4910 years
3910 years
6000 years
5050 years

Answer :B
37.

The half life can serve as the molecular clock to determine the age of different products i.e., mineral, rocksand matter of vegetable origin such as wood, charcoal etc. because the half-life of a particlar nucleide is constant. C-14 being radio-isotope , it is also used to determine the age of different products. which is known as radio-carbon dating. C-14 is a neutron rich nucleide that decays by beta-emission with a half-life of 5730 years as under : ""_(6)^(14)C to ""_(7)^(14)N + ""_(-1)^(0)e Just after World War II . WIllcard F. Libby proposed a way to use this rection to determine the age of the carbon containing substances. The C-14 dating technique for which Libby received nobel is based upon the following assumption . (i) C-14 is produced in atmosphere at a more or less constant rate which is also equal to its rate of decay. As a result, there is a constant concentration of C-14 in the atmosphere and all living things. (ii) After death, organisms no longer pick C-14 (iii) By comparing activity of a sample with acitivity of living tissue we can estimate the age of organisms . One of the Libby's assumptions is questionable, the amount of C-14 has not been constant with time. It has varied as much as +- 5% . It activity of C-14 in living matter is 15.3 dpm, then what will be the age of the object which has activity of 4 d.p.m. ?

Answer»

11100 YEARS
22200 years
`5.1 XX 10^(5)` years
`2.1 xx 10^(6)` years

Answer :A
38.

The half life can serve as the molecular clock to determine the age of different products i.e., mineral, rocksand matter of vegetable origin such as wood, charcoal etc. because the half-life of a particlar nucleide is constant. C-14 being radio-isotope , it is also used to determine the age of different products. which is known as radio-carbon dating. C-14 is a neutron rich nucleide that decays by beta-emission with a half-life of 5730 years as under : ""_(6)^(14)C to ""_(7)^(14)N + ""_(-1)^(0)e Just after World War II . WIllcard F. Libby proposed a way to use this rection to determine the age of the carbon containing substances. The C-14 dating technique for which Libby received nobel is based upon the following assumption . (i) C-14 is produced in atmosphere at a more or less constant rate which is also equal to its rate of decay. As a result, there is a constant concentration of C-14 in the atmosphere and all living things. (ii) After death, organisms no longer pick C-14 (iii) By comparing activity of a sample with acitivity of living tissue we can estimate the age of organisms . One of the Libby's assumptions is questionable, the amount of C-14 has not been constant with time. It has varied as much as +- 5% . The activity of the C-14 in given tissue is 15.3 dpm per gram of carbon. The limit for the reliable determination of C-14 is 0.1 dpm per gram of carbon. The maximum age of the sample, that can be dated accurately , is

Answer»

41600 years
42700 years
21600 years
20500 years

Answer :A
39.

The hair dyes available in the market generally contain two bottles, one containing the dye and the other hydrogen peroxide. Before applying the dye, the two solutions are mixed. The hydrogen peroxide.

Answer»

is added to dilute the solution of the dye
oxidises the dry to give the desired COLOUR
reduces the dye to give the desired colour
acidifies the solution of the dye

Solution :The hydrogen PEROXIDE oxidises the dye to give the desired colour
40.

The H-OO bondangle and O-H bond lengths are 101.9^(@)and 98.8p, resectvly in solid phase instead of 94.8^(@) and 95 pm in gaseous phase instedad tat the structure of H_(2)O_(2)this indicates that the struture of H_(2)O_(2) in solid and gasous phases are different .this is due to

Answer»

INTERMOLECULAR HYDROGEN bonding
Interamolecular hydrogen bonding
VAN der Waal 's bonding
All ERE true

Answer :A
41.

The H-O-H angle in water molecules is about

Answer»

`90^(@)`
`104.5^(@)`
`109^(@)`28'
`180^(@)`

ANSWER :B
42.

The H^(+)ion concentration of a solution is4xx10^(-5)M. Then the OH^(-)ion concentration of the same solution is

Answer»

`4xx10^(-5)M`
` 2.5xx10^(-9) M`
` 1.0xx 10^(-7) M`
` 2.5 xx 10^(-10)M`

Solution :` [H^(+) ] = 4xx 10 ^(-5)M, {OH^(-) }=(K_W)/( [H^(+)]) `
` = ( 1xx10 ^(-14))/( 4xx10 ^(-5)) =0.25 xx1 0 ^(-9) `
` THEREFORE [OH^(-) ] = 2.5 xx 10 ^(10)M`
43.

The [H^(+)] in a solution containing 0.1 M HCOOH and 0.1 M HOCN [Ka for HCOOH and HOCN are 1.8 xx 10^(-4) and 3.3 xx 10^(-4)] respectively will be

Answer»

`7.13 xx 10^(-2) M`
`7.13 xx 10^(-3) M`
`7.13 xx 10^(-5) M`
`7.13 xx 10^(-6) M`

Solution :`UNDERSET((0.1-x))(HCOOH)hArr underset((x+y))(H^(o+))+underset(x)(HCOOO^(o+))`
`underset((0.1-y))(HOCN)hArr underset((x+y))(H^(o+))+underset(y)(OCN^(o+))`
`K_(HCOOH)= ([H^(+)][HCOO^(-)])/([HCOOH]) = 1.8 xx 10^(-4)`
`K_(HOCN) = ([H^(+)][OCN^(-)])/([HOCN]) = 3.3 xx 10^(-4)`
44.

The H-H bond dissociation enthalpy of H_2 is _________, is the highest for a single bond between two atoms of any elements.

Answer»


ANSWER :435.88`"KJ MOL"^(-1)`
45.

The H-B-H bridged angle in diborane is

Answer»

`121.5^@`
`97^@`
`119^@`
`133^@`

ANSWER :B
46.

The H - C -H bond angle in ethene is…………

Answer»


ANSWER :`120^(@)`
47.

The group which exhibits -M effect is

Answer»

`-CHO`
`-C EQUIV N`
`-NO_(2)`
All

Solution :All GROUPS are -M
48.

The group responsible for the removal of cations in ion exchange resin is

Answer»

`-NH_(2)OH`
`-COOH`
`-OH`
`-SH`

SOLUTION :Cation EXCHANGE of resin `=R-COOH`
anion exchange resin `=R-NH_(3)-OH`
49.

The group present in waxes are

Answer»

ACID group
ester group
alcohol group
ether group

Solution :REFER to COMPREHENSIVE REVIEW
50.

The group of elements in which the differentiating electron enters the anti-penultimate shell of atoms are called

Answer»

p-block elements
d-block elements
s-block elements
f-block elements

Answer :d