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90951.

A certain compound has the molecular formula X_(4)O_(6) If 10 gm of X_(4)O_(6) has 5.72 gm X, the atomic mass of X is:

Answer»

32 amu
37 amu
42 amu
98 amu

Solution :ATOMIC weight of x be a
10g of `X_(4)O_(6)` …........ 4a GX grams of x, `10 xx 4a=(4a+96)5.72`, a = 32
90952.

A certain compound has the molecular formula M_4O_6.If 10.0 g of the compound contains 5.62 g of M, then the atomic mass of M is

Answer»

62.0 u
6.8 u
30.8 u
42 u

Solution :If x is the atomic mass of A , then
`(4x)/(4x + 96) xx 10G = 5.62 THEREFORE x = 30.8 `amu
90953.

A certain compound gives negative test with ninhydrin and positive test with Benedict's solution. The compound is

Answer»

a protein
a monosaccharide
a lipid
an AMINO acid

Solution :SINCE it gives a negative test with ninhydrin , itcannot be a protein or an amino acid.Since it gives a positivetest with Benedict.ssolution , it MUSTBE a monosaccharidebut NOTA LIQID.
90954.

A certain compound gives negative test with ninhydrin and positive test with Benedict's solution, it is

Answer»

an AMINO acid
a monosaccharide
a lipid
a protein

Solution :MONOSACCHARIDES gives positive test with Benedict's solution because they are reducing sugars but they GIVE negative test with ninhydrin because this test is PERFORMED by PROTEINS, peptides and amino acids.
90955.

A certain compound gives negative test with ninhydrin, but positive test with Benedict.s solution. The compound is :

Answer»

Protein
Monosaccharide
Lipid
Amino acid

Answer :B
90956.

A certain compound contain 16% oxgyen and 4% sulphur by mass. Find minimum possible molecular weight of compound.

Answer»

`600 GM`
`480 gm`
`800 gm`
`100 gm`

Solution :for 16% OXGYEN
`(16)/(100) xx M = 16`[minimum 1 atom of oxgyen will be present]
`M = 100 gm`
For 4% sulphur
`(4)/(100) M = 32`
`M = 800 gm`
90957.

A certain composed(X) is used in laboratoryfor analise. Its aqueous solution gives the following reaction:(i) On addition of copper sulphate solution brown ppt, is oibtained which turns whgite on addition of excess of Na_(2) S_(2)O_(3)solution.(ii) On addition of Ag ion solution , a yellow curdy precipitate is obtained which is insoluble in ammonium hydroxide. Identify(X)and give equation of the reaction at step(i) and(ii)

Answer»

SOLUTION :Kl
`2CuSO_(4)+4kltoCu_(2)l_(2)darr+l_(2)+2k_(2)SO_(4)`
(i)`l_(2)+2Na_(2)S_(2)O_(3)to2Nal+Na_(2)S_(4)O_(6)`
(ii)`Ag+ltoAgldarr`
90958.

A certain buffer solutions contains equal concentration of X^(-) and HX. The K_(b) for HX is 10^(-10). The pH of the buffer is

Answer»

4
7
10
14

Solution :`X^(-) + H_(2)O hArr OH^(-) + HX`
`K_(b) = ([OH^(-)][HX])/([X^(-)])`
`HX hArr H^(+) + X^(-)`
`K_(a) = ([H^(+)][X^(-)])/([HX]), :. K_(a) xx K_(b) = [H^(+)][OH^(-)] = K_(w) = 10^(-14)`
HENCE `K_(a) = 10^(-4)`
Now as `[X^(-)] = [HX], pH = pK_(a) = 4`.
90959.

A certain colourless liquid Q does not respond to Tollen's test but it reacts with semicarbazide to form crystalline derivative. Q can be

Answer»

`CH_(3)(CH_(2))_(2)CHO`
`CH_(3)CH_(2)COCH_(3)`
`CH_(3)(CH_(2))_(2)OC_(2)H_(5)`
`CH_(3)CH_(2)-overset(CH_(3))overset(||)(C)-O-C_(2)H_(5)`

Answer :B
90960.

A certain buffer solutions contains equal concentration of X^(-) and HX. The K_(a) for HX is 10^(-8). The pH of the buffer is

Answer»

3
8
11
14

Solution :The EQUAL CONC. Of SALT and ACID.
90961.

A certain buffer solution contains equal concentration of X^- and HX. The K_b for X^- is 10^-10. What is the pH of the buffer?

Answer»

4
7
10
14

Answer :A
90962.

A certain buffer solution contains equal concentration of X^- and HX. The K_a for HX is 10^-8. What is the pH of the buffer solution?

Answer»

3
8
11
14

Answer :B
90963.

A certain buffer solution contains equal concentration of X^- and HX. The K_afor HX is 10^(-8) The pH of the buffer is

Answer»

5
8
6
14

Solution :Foracidicbuffer
`pH =pK_a+log("[SALT]")/(["ACID"])`
`:.["salt"]=["Acid"]`
` thereforepH = pK_a=- log 10^(-8) =8`
90964.

A certain buffer solution contains equal concentration of X^(-) and HX. K_(b) for X^(-) is 10^(-10). Calculate pH of buffer

Answer»


Solution :Given that
`becauseK_(b(X^(-)) = 10^(-10)` and for conjugate acid-base pair
`K_(a(HX)) XX K_(b(X^(-))) = 10^(-14) RARR K_(a(HX)) = 10^(-4)`
But `underset("(acid) = (salt)")([HX]=[X^(-)])`
Now USING Handerson's equation
`:. pH = -log K_(a) + log.(["Salt"])/(["Acid"]) rArr pH = -log 10^(-4) = 4`
90965.

A certain aqueous solution of FeCl_(3) (formula mass = 162) has a density of 1.1 g/ml and contains 20.0% FeCl_(3). Molar concentration of this solution is

Answer»

`0.028`
`0.163`
`1.27`
`1.47`

ANSWER :C
90966.

A certain amount of methyl acetate was hydrolysed in the presence of excess of "0.05 M HCl at "25^(@)C. 20 mL of reaction mixture were removed and titrated with NaOH solution, the volume V of alkali required for neutralisation after time ‘t’ were as follows : {:("t(min)",0,20,40,60,oo),("v(mL)",20.2,25.6,29.5,32.8,50.5):} Show that the reaction is the first order reaction.

Answer»

Solution :`K=(2.303)/(t)log""((V_(oo)-V_(o))/((V_(oo)-V_(t))))`
`V_(oo)-V_(o)=50.4-20.2=30.2`
When `t="20 MTS. "k=(2.303)/(20)log""(50.4-20.2)/(50.4-25.6)`
`=0.1151 log""(30.2)/(24.8)`
`=0.1151 log 1.2479`
`=01151 xx 0.0959 =11.03xx10^(-3)" MIN"^(-1)`
when t=40 mts
`k=(2.303)/(40)log""(50.4-20.2)/(50.2-29.5)`
`=0.0576xxlog""(30.2)/(20.9)=0.0576xx0.1596`
`=9.19xx10^(-3)" min"^(-1)`
`" when"t="60 mts"`
`k=(2.303)/(60)log""(50.4-20.2)/(50.2-32.8)=0.03838xxlog""(30.2)/(17.6)`
`=0.03838xx0.2343=8.99xx10^(-3)" min"^(-1)`
The constant values of k show that the reaction is of FIRST order.
90967.

A certain acid - base indicator is red in acid and blue in basic solution. At pH = 5, 75% of the indicator is present in the solution in its blue form. Calculate dissociation constant (K_a) for the indicator and pH range over which the indicator changes from 90% red- 10% blue to 90% blue-10% red.

Answer»

Solution :Since `K_a` is asked, the indicator must be an acid. Let the acid be represented by HIN.
HI n `hArrH^+ + "In"^(-)`
In acid solution, the indicator will be predominatly present in the form of HIn (due to common ion effect.) Since in acid solutin the the COLOUR is red, this would be due to HIn. In basic solution, the indicator will be predominatly in the form of `In^–`. Since the indicator is blue in basic solution, so `In^–` must be blue in colour.
At PH = 5, the indicator is 75% blue. This also means it is 25% red.
`therefore K_a=(10^(-5)xx0.75)/0.25=3xx10^(-5)`pH
when it is 90% red & 10% blue
`: {H^+ ] =(K_axx[HIn])/([In^-])=(3xx10^(-5)xx0.9)/0.1 = 2.7xx10^(-4)`
`therefore` pH=3.56
pH when it is 90% blue and 10% red :
`[H^+]=(K_axx[HIn])/([In^-])=(3xx10^(-5) xx0.1)/0.9=3.3xx10^(-6)`
90968.

A certain acid-base indicator is red in acid solution and blue in basic medium. At pH=5 75% of the indictor is present in the solution in its blue form. Calculate the pH at which indicator shows 90% red form ?

Answer»


Solution :`K_(sp) = [Mg^(+)][OH^(-2)]`
`[oH^(-)]=SQRT((2.5xx10^(-11))/0.01)=5xx10^(-5)`
`K_(B)=([NH_(4)^(+)][OH^(-)])/([NH_(3)])`
So `[NH_(4)^(+)]=0.04M`
90969.

(A): Central atom usually forms three single and one double bonds in an oxyacid of phosphorus (R): Phosphorus atom usually undergoes sp^(3) hybridisation in its oxyacids

Answer»

Both (A) and (R ) are TRUE and (R ) is the CORRECT explanation of (A)
Both (A) and (R ) are true and (R ) is not the correct explanation of (A)
(A) is true but (R ) is false
Both (A) and (R ) are false

ANSWER :1
90970.

A centi- molar solution is diluted 10 times. The molaruity would become

Answer»

`1/10`
1/100
1/1000
`1/1`

SOLUTION :Centimolar=1/100, DILUTED 10 TIMES, `M=1/1000`
90971.

(A) Cellulose is not digested by human beings. (R) Human beings are not having cellulose digestable enzymes.

Answer»

Both A & R are TRUE and R is the correct EXPLANATION of A 
Both A & R are true, but R is not the correct explanation of A 
A is true, R is FALSE 
A is false, R is true 

Answer :A
90972.

A cellwith two electrodes, one of grey tin and the other white tin, both dipping in solution of (NH_4)_2 SNCI_6 showed zero emf at 18^@C. What conclusion may be draw from this "

Answer»

The emf DEVELOPED at the electrode -SOLUTION PHASE boundary cancels the normal emf
Grey tin being non-medallic ceases ti orivude a reversible electrode reaction
Electrode surface develops a ortective layer and the cell develops a very large internal resistance
The free energy CHANGO of the cell becomes zero

Answer :D
90973.

A cell with N/50 KCl solution showed a ressitance of 550 ohms at 25^(@)C. The specific conductivity of N/50 KCl at 25^(@)C is 0.002768 ohm^(-1)cm^(-1). The cell filled with N/10 ZnSO_(4) solution at 25^(@)C shows a resistance of 72.18 ohms. find the cell constant and molar conductivity of ZnSO_(4) solution.

Answer»


SOLUTION :`(N)/(10)ZnSO_(4)" SOL"=(M)/(20)ZnSO_(4)" sol. And "wedge_(m)=kappaxx(1000)/("Molarity")`.
90974.

A cell utilises the following reaction: 2CO^(3+) (aq)+Zn(s) to 2CO^(2+)(aq)+Zn^(2+) (aq) What is the effect on cell emf of each of the following changes? Additional water is added to the anode compartment

Answer»

Solution :On DILUTING the solution in ANODIC compartment, `[ZN^(2+)]` shall DECREASE and so `E_(cell)` will increase.
90975.

A cell utilises the following reaction: 2CO^(3+) (aq)+Zn(s) to 2CO^(2+)(aq)+Zn^(2+) (aq) What is the effect on cell emf of each of the following changes? Co(II) nitrate is dissociated in the cathode compartment.

Answer»

Solution :For the GIVEN cell, we have
`E_(cell)=E_(cell)^@-0.0591/2log""([Co^(2+)]^2[ZN^(2+)])/[Co^(3+)]^2`
USING the above QUESTION, we know that if `[Co^(2+)]` is increased `E_(cell)` will decrease.
90976.

A cell utilises the following reaction: 2CO^(3+) (aq)+Zn(s) to 2CO^(2+)(aq)+Zn^(2+) (aq) What is the effect on cell emf of each of the following changes? The size or area of Zn (s) electrode is doubled

Answer»

SOLUTION :The emf is an INTENSIVE property and so the size of the ELECTRODE shall not AFFECT the emf of the cell.
90977.

A cell utilises the following reaction: 2CO^(3+) (aq)+Zn(s) to 2CO^(2+)(aq)+Zn^(2+) (aq) What is the effect on cell emf of each of the following changes? Co(III) nitrate is dissolved in the cathode compartment

Answer»

Solution :Similarly, if `[CO^(3+)]` is increased, `E_(cell)` will INCREASE.
90978.

A cell reaction is represented as Pt|H_(2)Q,Q,H^(+)||KCl|AgCl|Ag. E_(H_(2)Q|Q)^(@) = +0.4V, E_(Ag^(+)|Ag)^(@)=0.8 V, K_(sp)=10^(-10), then calcualte a four digit number 'abcd' where: (a) K_(eq) of the reaction H_(2)Q + 2AgCl rightarrow 2Ag+2Cl^(-)+2H^(+) + Q=10^(ab) (b) Milli"mole"s of Ag formed if 1 litre of saturated solution of AgCl reacts with excess of hydroquinone (H_(2)Q) = 10^(-cd). If initially negligible AgCl(s) is present.

Answer»


ANSWER :2002
90979.

A cell necessarily does not contain:

Answer»

An anode
A cathode
An ELECTOLYTE or a fuel
A POROUS diaphagm

Answer :D
90980.

A cell is set up between copper and silver electrodes as :Cu|Cu^(2+)(aq)||Ag^(+)(aq)|Ag. If its two half cells work under standard conditions, calculate the e.m.f. of the cell. [Given E_(Cu^(2+)//Cu)^(@)(E_(red)^(@))=+0.34"volt",E_(Ag^(+))//Ag)^(@)(E_(red)^(@))=+0.80"volt"]

Answer»


ANSWER :0. 46 VOLT
90981.

A cell necessarily does not contain

Answer»

an ANODE
a cathode
an electrolyte or a fuel
a porous diaphragm

SOLUTION :Porous diaphragm is not NECESSARY for cell .
90982.

A cell is represented by Zn| Zn_((aq))^(+ +) ||Cu_((aq))^(+ +) | CugivenCu^(+ +)+2 e^(-) toCu , E^(@)= + 0.35Vand Zn^(+ +) +2e^(- )to Zn ,E^@=- 0.763V Calculate emf of the cell and state whether the cell reaction will be spontaneous or non-spontaneous ?

Answer»

1.113, spontaneous
`-0.567`, non-spontaneous
`-1.113`, non-spontaneous
5.678 spontaneous

Solution :Halfcellreactionof aodei.e,L.H.Selectrons
` Zn-2e^(-) hArrZn^( + +)`
halfcellreactionof cathodei.e.,R.H.Selectrode
` Cu^( + +) hArrZn^( ++)+cu`
`E_("cell")^@=E_("RED ")^(@)` ofR.H.S-` E_("Red ")^@ `ofL.H.S
`= + 0.35- ( - 0.763)= 1.113` VOLT
since `E_("cell")^@ `is POSITIVEAND hence`DELTAG `is negativeandthereforeteh cellreactionis spontaneous
90983.

A cell is represented by the equation Cu(s)+2Ag^(+)(aq) to Cu^(2+)(aq)+2Ag(s). The voltage of the cell will increase with the increase in

Answer»

size of the COPPER rod
size of the silver rod
CONCENTRATION of `Ag^(+)` ions
concentration of `Cu^(2+)` ions

Solution :Increase in concentration of cathodic COMPARTMENT solution will increase EMF of cell.
90984.

A cell is prepared by dipping a copper rod in 1 M CuSO_(4) solution and a nickel rod in 1 M NiSO_(4) solution. The standard reduction potentials of copper electrode and nickel electrode are 0.34 volt and -0.25 volt respectively. (a) What will be the cell reaction? (b) What will be the standard EMF of the cell? (c) Which electrode will be positive? (d) How will the cell be represented?

Answer»

Solution :(a) The cell reaction can be:
either `Ni+CuSO_(4)toNiSO_(4)+Cu,""i.e.,""Ni+Cu^(2+)toNi^(2+)+Cu`
or `Cu+NiSO_(4)toCu^(2+)+Ni,"i.e.,"Cu+Ni^(2+)toCu^(2+)+Ni`
The correct reaction will be the one which gives positive E.M.F. if the first reaction is the cell reaction, we willhave
`NitoNi^(2+)+2e^(-), "std. oxdn. POT"=-(-0.25)" volt"`
`underline(""Cu^(2+)+2e^(-)toCu,"Std. redn. pot."=+0.34" volt")`
Overall reaction: `Ni+Cu^(2+)toNi^(2+)+Cu,"Std. EMF=+0.59 volt"`
Thus, EMF is positive for this reaction. hence, this is the correct cell reaction. (if the other reaction is tried, EMF will come out to be -0.59 volt)
(b) Standard EMF of the cell as calculated above `=0.59` volt.
(c) Since oxidation takes place at the nickel electrode, therefore, it acts as anode or since electrons are produced at this electrode, it acts as a negative pole. obviously, COPPER electrode will act as cathode or a positive pole.
(d) By CONVENTION, the cell will be represented as : `Ni|NiSO_(4)(1M)||CuSO_(4)(1M)|Cu`.
90985.

A cell is constructed using Pb^(2+), Pb and Ni^(2+), Ni electrodes. If E^@ values of Pb and Ni electrode are respectively -0.13 and -0.25 V, write (a) the cell reaction and (b) cell notation.

Answer»

Solution :Reduction POTENTIAL of Ni electrode is less and hence it reduces `PB^(2+)` ions.
The CELL REACTIONS is written as, `Ni + Pb^(2+) to Pb + Ni^(2+)`
The oxidation half reaction is , `Ni to Ni^(2+) + 2e^(-)`
The reduction half reaction is , `Pb^(2+) + 2e^(-) to Pb`.
The cell is written as, `Ni , Ni^(2+) (aq)//Pb^(2+)(aq),Pb.`
90986.

A cell is constructed Pb^(2+) Pb and Ni^(2+), Ni electrodes. If E^(@) values of Pb and Ni electrodes are respectively -0.13 and -0.25V, write (a) the cell reaction and (b) cell notation.

Answer»

Solution :Reduction potential of NI electrode is less and hence it REDUCES `Pb^(2+)`ions.
The CELL reaction is written as, `Ni+Pb^(2+) RARR Pb+Ni^(2+)`
The oxidation half reaction is,`Ni rarr Ni^(2+) +2e^(-)`
The reduction half reaction is , `Pb^(2+)+2e^(-) rarr Pb`
The cell is written as, `Ni, Ni_((aq))^(2+) //Pb_((aq))^(2+), Pb`.
90987.

A cell involves the reaction Sn(S)+2Ag^(+)(aq) to Sn^(2+)(aq)+2Ag(s) The EMF of cell will invrease by

Answer»

increase in concentration of `AG^(+)` ions
decrease in concentration of `Ag^(+)` ions
increase in concentration of `SN^(2+)` ions
increase in size of Ag electrode

Solution :Sn is undergoing oxidation and in solid form but `Ag^(+)` is solution with limited concentration . To continue working of CELL `Ag^(+)` must be increased time to time.
90988.

A cell from the following which converts electrical energy into chemical energy?

Answer»

dry cell
ELECTRO chemical cell
Electrolytic cell
Lithium ION battery

ANSWER :C
90989.

A cell Cu|Cu^(++)||Ag^(+)|Ag initially contains 2MAg^(+) and 2MCu^(++) ions in 1 L electrolyte. The change in cell potential after the passage of 10 amp. Curret for 4825 sec is:

Answer»

`-0.00738V`
`-1.00738V`
`-0.0038V`
none

Solution :`Q=10xx4825=48250C`
no. of FARADAY `=(48250)/(96500)=0.5`
`AG+undersetunderset(2-0.25)(2.00)((1)/(2)Cu^(++))toundersetunderset(2+0.50)(2.00)(Ag^(+))+(1)/(2)Cu`
`E_(cell)=E_(cell)^(@)-(0.0591)/(1)log(([Ag^(+)])/([Cu^(++)]^(1//2)))`
`E_(1)=E_(cell)^(@)-(0.0591)/(1)log((2.00)/((2.00)^(1/2)))`
`E_(2)=E_(cell)^(@)-(0.0591)/(1)log((2.50)/((1.75)^(1//2)))`
`triangleE=E_(2)-E_(1)=(0.0591)/(1)[logsqrt(2)-log((2.50)/(sqrt(1.75)))]=(0.0591)/(1)[log1.41-log1.88]`
`=(0.0591)/(1)[0.1492-0.2742]=-(0.0591)/(1)xx0.125=-0.00738V`.
90990.

A cell in which electric current is produced by net oxidation and reduction process is called:

Answer»

VOLTAIC cell
Electrolytic cell
Concentration cell
None

Answer :A
90991.

A cell Cu| Cu^(2+) || Ag^(+) | Ag initially contains 2 M Ag^(+) and 2 M Cu^(2+) ions in 1 L electrolyte. The magnitude of change in potential after charging the cell by passage of 10 amp current for 4825 sec at 298 K is:

Answer»

0.0074 V
1.0074 V
0.0038 V
0.0089 V

Answer :A
90992.

A cell contains two hydrogen electrodes. The negative electrode is in contact with a solution of 10^-6 Mhydrogen ions. The emf of the cell is 0.118V at 25^@C. Calculate the concentration of hydrogen ions at the positive electrode.

Answer»

SOLUTION :POSITIVE ELECTRODE is CATHODE. `10^-4 M`
90993.

A cell constructed by coupling a standard copper electrode and a standard magnesium electrode has emf of 2.7 volts. If the standard reduction potential of copper electrode is +0.34 volt, that of magnesium electrode is

Answer»

+3.04 VOLTS
-3.04 volts
+2.36 volts
-2.36 volts

Answer :D
90994.

A cell constant is generally found by measuring the conductivity of aqueous solution of

Answer»

`BaCl_(2)`
`KCl`
`NACL`
`MgCl_(2)`

Solution :`KCl` is USED since its conductivity is known ACCURATELY at various CONCENTRATIONS and at different temperatures.
90995.

A cell consists of two hydrogen electrodes. The negative electrode is in contact with a solution having 10^(-6)MH^(+) ion concentration. Calculate the concentration of H^(+) ions at the positive electrode, if the emf of the cell is found to be 0.118 V at 298 K.

Answer»

Solution :Here, `C_(1)=10^(-6)M,""C_(2)=`tobe CALCULATED.
For given concentration CELL, `E_(cell)=(0.0591)/(n)"log"(C_(2))/(C_(1))`
`0.118=(0.0591)/(1)"log"(C_(2))/(10^(-6))" or ""log"(C_(2))/(10^(-6))=2" or "(C_(2))/(10^(-6))="Antilog 2"=10^(2) ""thereforeC_(2)=10^(2)xx10^(-6)=10^(-4)M`.
90996.

A cell consists of two hydrogen electrode . The negative electrode is in contact with a solution having pH = 6 . The positive electrode is in contact with a solution of pH = x . Calculate the value of x if the e.m.f. of the cell is found to be 0.118 V at 298 K .

Answer»


Solution :The cell may be represented as `H_2 |H^+ (10^(-6) M) ||M^+ (M_1) |H_2`
`E = E^(@) - (0.059)/(1) "log" ([H^(+)]_("anode"))/([H^(+)]_("cathode"))`
`0.118 = 0 - (0.059)/(1)"log" ((10^(-6)))/(M_(1))`
log `((10^(-6)))/(M_(1))= - (0.118)/(0.059) = -2`
`(10^(-6))/(M_(1)) = 10^(-2)`
`therefore M_(1) = (10^(-6))/(10^(-2)) = 10^(-4)` M
`therefore X = 4`
90997.

A cell constructed by coupling a standard copper electrode and a standard magnesium electrode has EMF to 2.7 volts. If the standard reduction potential of copper electrode is +0.34 volt that of magnesium electrode is:-

Answer»

`+3.04`VOLTS
`-3.04` volts
`+2.36` volts
`-2.36` volts

Solution :Mg lies above Cu in electrochemical series and hence Cu ELECTRODE acts as CATHODE.
`E_(CELL)^(o)=E_(Cu^(++)//Cu)^(o)-E_(Mg^(++)//Mg)^(o)=-2.36V`
90998.

A cell, Ag | Ag^(+) || Cu^(2+) | Cu , initially contains 1 M Ag^+ and 1 M Cu^(2+)ions. Calculate the change in the cell potential after the passage of 9.65 A of current for 1 h.

Answer»

SOLUTION :0.1355 V
90999.

A cell, Ag|Ag^(+)||Cu^(2+)|Cu, initially contains 1 M Ag^(+) and 1M" "Cu^(2+) ions. Calculate the change in cell potential after the passage of 9.65 A of a current of 1 h.

Answer»

SOLUTION :Quantity of electricity passed passed=`9.65xx60xx60C=34740C`
`thereforeAg^(+)` ions DEPOSITED`=34740//96500" mole"=0.36` mole`(Ag^(+)+e^(-)toAg)`
`Cu^(2+)` ions deposited`=34740//(2xx96500)=0.18` mole`(Cu^(2+)+2e^(-)toCu)`
`therefore[Ag^(+)]"left"=1-0.36=0.64M`
`[Cu^(2+)]" left"=1-0.18=0.82M`
Cell reaction is: `Cu+2AG^(+)toCu^(2+)+2Ag`
`DeltaE=E_(cell)^(@)=(0.0591)/(2)"log"([Cu^(2+)])/([Ag^(+)]^(2))=(0.0591)/(2)"log"(0.82)/((0.64)^(2))=8.89xx10^(-3)V`
91000.

A cell Ag|Ag^+||Cu^(++)|Cu initially contains 2M Ag^+ and 2M Cu^(++) ions. The change in cell potential after the passage of 10 amp current for 4825 sec is:

Answer»

`-0.0074 V`
`-1.00738 V`
`-0.0038 V`
none

Solution :Q=10x4825
=48250 C
no. of mole of `Ag^+ =48250/96500=0.5`
`Ag+1/2 Cu^(++)TOAG^+ +1/2 Cu`
`{:(2.00,2.00),(2-0.25,2+0.50):}`
`E_"CELL"=E_"cell"^@-0.0591/1 "LOG" ([Ag^+])/([Cu^(++)]^(1//2)) IMPLIES E_1=E_"cell"^@-0.0591/1"log"2.00/((2.00)^1//2)`
`E_2=E_"cell"^@-0.0591/1 "log" (2.50)/(1.75)^((1//2)) implies DeltaE=E_2-E_1=0.0591/1["log"SQRT2-"log"2.50/sqrt(1.75)]`
`=0.0591/1["log"1.41-"log"1.88]=0.0591/1[0.1492-0.2742]=-0.0591/2xx0.125=-0074 V`