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25851.

The pH value at which the amino acid does not migrate under the influence of electric field is called …………...........

Answer»

Isoelectric POINT
Isoelectronic point
EQUIVALENCE point
NEUTRALIZATION point

Solution :Isoelectric point
25852.

The pH value of 0.1 M HCl is approximately 1. What will be the approximately pH value of 0.05 MH_(2)SO_(4)

Answer»

0.05
0.5
1
2

Solution :`H_(2)SO_(4) = 0.05 xx 2`
`:. [H^(+)] 0.1` and pH = 1.
25853.

The pH pure water or neutral solution at 50^(@)C is..........(pK_(w) = 13.26 = 13.26 at 50^(@))

Answer»

`7.0`
7.13
`6.0`
6.63

Answer :D
25854.

The pH of which salt solution is independent of its concentration ? 1 (CH_(3)COO)C_(5)H_(5)NH 2Na_(2)PO_(4) 3.Na_(2)HPO_(4) 4. NH_(4)CN

Answer»

`1,2,3,4`
`1,4`
`2,3`
`1,2,3`

SOLUTION :`PH` of amphiprotic SALT solutions and WEAK acid-weak base salt solutions is INDEPENDENT of there concentration .
25855.

The pHof water is 7 at 25^(@)C. If water is heated to 50^(@)C, which of the following should be true?

Answer»

PH will remain SEVEN pH will increase
pH will increase
pH will decrease
`[H^(+)]` will increases but `[OH^(-)]` will decrease

Answer :C
25856.

The pH of the solution when 0.2 mole of HCl is added to one litre of a solution containing 0.1 M CH_(3)COOH and 0.1 M CH_(3)COO^(-) is

Answer»

0.7
4.57
3.8
`1.0`

ANSWER :D
25857.

The pH of water at 25^(@)C is nearly

Answer»

2
7
10
12

Solution :`[H^(+)] = [OH^(-)]`
`K_(w) = [H^(+)][OH^(-)] = 10^(-14)`
`:. [H^(+)] = 10^(-7), PH = -log[H^(+)] = 7`.
25858.

The pH of the solution produced when an aqueous solution of strong acid pH 5 is mixed with equal volume of an aqueous solution of strong acid of pH 3 is:

Answer»

3.3
3.5
4.5
4

Answer :A
25859.

The pH of the solution produced by mixing equal volume of 2.0 xx 10^(-3) M HClO_(4) and 1.0 xx 10^(-2) M KClO_(4) is

Answer»

2.7
2.3
3
1

Solution :`H^(+)` contribution is by ACID only as `KClO_(4)` is a SALT of a STRONG acid and strong base which does not hydrolyse.
So, `pH = -LOG[2.0 xx 10^(-3)]`
`= 3- log 2.0 = 3 - 0.3010 = 27`.
25860.

The pH of the solution obtained by mixing 20mL of 0.01 (M) Ca(OH)_2 and 30mL of 0.1 (M) HCl solution is-

Answer»

0.32
9.85
11.3
4.74

Answer :C
25861.

The pH of the solution obtained by dissolving pure sodium chloride water is

Answer»

Both the statements are individually true and STATEMENT II is the CORRECT explanation of statement I
Both the statements are individually true but statemnts II is not corrrect exp[anation of statemnt I
statement I is true but statement II is false
statement I is flse but statement IIU is true

Solution :The common salt (NACI) is netural in nature so it doesn't change the PH
25862.

The pH of the solution obtained by mixing 100 mL of a solution of pH = 3 with 400 mL of a solution of pH = 4 is

Answer»

3 - log 2.8
7- log 2.8
4- log 2.8
5- log 2.8

Solution :pH = 3 means `10^(-3)` M and pH = 4 means `10^(-4)` M .
100 mL of `10^(-3)` M solution contain = `(10^(-3) xx 100)/(1000) = 10 xx 10^(-5)` MOL
400 mL of `10^(-4)` M solution contain= `(10^(-4) xx 400)/(1000)= 4 xx 10^(-5)` mol
Total number of moles present = `(10 xx 10^(-5))+ (4 xx 10^(-5)) = 14 xx 10^(-5)` mol
Total volume after MIXING `= (100 + 400) = 500` mL
Molarity of the mixture = `(14 xx 10^(-5))/(500) xx 1000`
`= ((14)/(5) xx 10^(-4)) M`
25863.

The pH of the solution obtained by mixing 100 mL of a solution of pH = 3 with 400 mL of a solution of pH = 4 is :

Answer»

`3-LOG 2.8`
`7-log 2.8`
`4-log 2.8`
`5-log 2.8`

Solution :`{:(V_(1)=100mL,V_(2)=400mL),(pH=3,pH=4),(therefore M_(1)=10^(-3)M,M_(2)=10^(-4)M):}`
Molarity, M of resultant solution may be calculated as :
`M_(1)V_(1)+M_(2)V_(2)=MV`
`10^(-3)xx100+10^(-4)xx400=M(100+400)`
or`M=(10^(-1)+4xx10^(-2))/(500)=(10^(-1)(1+0.4))/(500)`
`=(0.14)/(500)=0.028xx10^(-2)=2.8xx10^(-4)1`
`pH=-log[H^(+)]=-log (2.8xx10^(-4))`
`=4-log2.8`.
25864.

The pH of the solution obtained by mixing 10 mL of 10^-1 N HCl and 10 mL of 10^-1 N NaOH is:

Answer»

8
2
7
None

Answer :C
25865.

The pH of the solution is 4. The hydrogen ion concentration of the solution in mol/litre is

Answer»

9.5
`10^(-4)`
`10^(4)`
`10^(-2)`

SOLUTION :`PH = 4, (H^(+)) = 10^(-pH) = 10^(-4)M`.
25866.

The pH of the solution containing following zwitter ion species is

Answer»

4
6
8
9

Solution :N//A
25867.

ThepH of the solution is 3.0 if itspH is changed to 6.0 then the [H^+] of the original solution has to be :

Answer»

DOUBLED
HALVED
INCREASED 1000 times
DECREASED 1000 times

Answer :D
25868.

The pH of the solution containing 10 ml of 0.1 N NaOH and 10 ml of 0.05 NH_(2)SO_(4) would be

Answer»

0
1
`gt 7`
7

Solution :M.eq of 10 ml, `0.1 N NAOH = 10 xx 0.1 = 1`
and M.eq. of 10 ml `0.05N H_(2)SO_(4) = 0.05 xx 10 = .5`
REMAINING M.eq. of `NaOH = 1 - 0.5 = 0.5`
`[OH^(-)] = (0.5)/(20 xx 10) = (1)/(40) = 0.25 xx 10^(-1) = 2.5 xx 10^(-2)`
`POH = - LOG 2.5 xx 10^(-2)`
`pOH = 0.2 - log 2.5`
`pH = 14 - pOH`
`pH = 14-2+log 2.5`
`pH = 12 + log 2.5 gt 7`
25869.

The pH of the solution: 5ml of (M)/(5), HCl + 10 ml of (M)/(10) NaOH is

Answer»

5
3
7
8

Solution :MILLIEQUIVALENTS of HCl `= 5 xx (1)/(5) = 1`.
Millequivalents of `NAOH = 10 xx (1)/(10) = 1`
`:. 5ML (M)/(5)HCl = 10 ml(M)/(10) NaOH`
Hence the solution will be neutral i.e, PH = 7.
25870.

The pH of the solution containing 10 mL of 0.1 N NaOH and 10 mLof 0.05 NH_(2)SO_(4)would be

Answer»

1
0
7
` gt 7`

SOLUTION :Numberof milliequivalents of NaOH
= NORMALITY `xx` volume (mL)= `0.1 xx 10 =1 `
Numberof milliequivalents of ` H_(2)SO_(4) = 0.05 xx 10 = 0.5 `
0.5 milliequivalentof ` H_(2)SO_(4)`gets neutralized with contains0.5milliequivalentof NaOH. Hencesolution will be basicwithPH > 7
25871.

The pH of the bloodstream is maintained by a proper balance of H_2CO_3and NaHCO_3concentrations. What volume of 5 M NaHCO_3solution should be mixed with a 10 mL sample of blood which is 2 M in H_2CO_3 , in order to maintain a pH of 7.4? K_ą for H_2CO_3, in blood is 7.8xx 10^(-7)

Answer»

Solution :mm of `NaHCO_3 = 5 XX X `
mm of `H_2CO_3 = 2 xx 10`
APPLY henderson.s equation and CALCULATE x.
78.36mL
25872.

The pH of the aqueous solution containing 0.49 gm of H_(2)SO_(4) in one litre is

Answer»

2
1
1.7
0.3

Solution :Moles of `H_(2)SO_(4) = (0.49)/(98) = 5 xx 10^(-3)` moles of `H_(2)SO_(4)` PERCENT per litre of solution (MOLARITY) = `(0.005)/(1) = 0.005 M`.
`H_(2)SO_(4) + 2H_(2)O hArr 2H_(3)O^(+) + SO_(4)^(--)`.
one mole of `H_(2)SO_(4)` give 2 moles of `H_(3)O^(+)` ions.
`H_(3)O^(+) = 2 xx (H_(2)SO_(4)) = 2 xx 0.005 xx 0.01 M`
`[H^(+)] = 10^(-2)M , pH = 2`.
25873.

The pH of the a solution obtained by mixing 50 ml of 0.4 N HCl and 50 ml of 0.2 N NaOH is

Answer»

`-log 2`
`-log 0.2`
`1.0`
`2.0`

Solution :M. eq. of 50 ML 0.4 N HCL `= 0.4 xx 50 = 20`
M. eq. of 50 ml, 0.2 N NaOH `= 0.2 xx 50 = 10`
REMAINING M.eq. of HCl = 20 - 10 = 10
`[H^(+)]` in `HCl = (10)/(50+50) = 0.1 n = 10^(-1)`
`pH = - log 10^(-1) = 1`.
25874.

The pH of the blood does not appreciably change by small addition of an acid or a base because blood :

Answer»

CONTAINS SERUM PROTEIN which acts as a buffer
Contains iron as a PART of the molecule
Can be coagulated easily
Is a body fluid

Answer :A
25875.

ThePhof stomach is:

Answer»

7
6
10
2

Answer :D
25876.

The pH of solutions of both ammonium acetate and sodium chloride is 7 due to

Answer»

HYDROLYSIS of the LATTER but not the FORMER
Hydrolysis in both CASES
No hydrolysis cases both
The former hydrolysis and not the latter

Answer :D
25877.

The pH of solution obtained by mixing equal volumes of two aqueous solutions of pH 5 and pH 3 of the same substance is :

Answer»

`3.5`
`4.5`
`3.3`
4

SOLUTION :LET 100 ml of both the solutions are mixed
`[H^(+)]` in solution of pH = 5 is `10^(-5)`
`[H^(+)]` in solution of pH = 3 is `10^(-3)`
TOTAL `[H^(+)]=10^(-5)+10^(-3)`
`=1.01xx10^(-3)`
Total VOLUME = 2000 ml
Conc. in mixture
`=(1.01xx10^(-3)xx1000)/(2000)=5.05xx10^(-4)`
`pH=-log(5.05xx10^(-4))=3.3`
25878.

The pH of solution having [OH^(-)] = 10^(-7) is

Answer»

7
14
Zero
`-7`

Solution :`PH + POH = 14, pH = 14 - pOH because [OH^(-)] = 10^(-7)`
`pOH = 7 :. pH = 14-7 = 7`.
25879.

The pH of simple sodium acetate and acetic acid buffer is given by, pH=pK_a + log [Salt]/[Acid] K_a of acetic acid= 1.8 xx 10^-5. If [Salt] = [Acid] =0.1 M, the pH of the solution would be about:

Answer»

7
4.7
5.3
1.4

Answer :B
25880.

The pH of the resultant solution of 20 mL of 0.1 M H_(3)PO_(4) and 20 mL of 0.1 M Na_(3)PO_(4) is :

Answer»

`pK_(a_1)`
`pK_(a_2)`
`(pK_(a_1)+pK_(a_2))/2`
2

Answer :B
25881.

The pH of pure water or neutral solution at 50^@C is………..

Answer»

`7.0`
`7.13`
`6.0`
`6.63`

Solution :`[H^+][OH^-]=10^(-13.26)`
`THEREFORE [H^+]=[OH^-]`
`[H^+]^2=10^(-13.26)`
`[H^+]=10^((-13.26)/2)`
`therefore pH=6.63`
25882.

The pH of pure water at 50^@C is ……………..(pK_w = 13.26 at 50^@C):

Answer»

6
6.63
7
7.13

Answer :B
25883.

The pH of pure water at 50^@ C is (K_w -13.26 at 50^@ C)

Answer»

`7.0`
`7.13`
`6.0`
`6.63`

SOLUTION :`PH = 1/2PK_w`( forpurewater)
pH= `1/2xx13.26 = 6.63`
25884.

The pH of pure water at 25^@C is

Answer»

0
1
7
14

Answer :C
25885.

The pH of pure water at 25^@Cand 35^@C are 7 and 6 respectively. What is the heat of formation of water from H^+and OH^- ?

Answer»

84.55 kcal/mol
84.55 kcal/mol
74.55 kcal/mol
None of these

Answer :B
25886.

The pH of neutral water at 25 ^0 C is 7.0. As the temperature increases, ionization of water increases, however the concentration of H+ions and OH−ions are equal. What will be the pH of pure water at 60^0C?

Answer»

Equal to 7.0
Greater than 7.0
Less than 7.0
Equal to ZERO

Solution :With INCREASE in temperature the IONISATION of water increases. Therefore the CONCENTRATION of `H^(+)` ions increases and pH will be less than 7.0.
25887.

The pHof normal rainwater is

Answer»

6.5
7.5
5.6
3.5

Answer :C
25888.

The pH of normal KOH is

Answer»

1
0
14
7

Solution :It is a STRONG BASE.
25889.

The pH of (N)/(100) HCl would be approximately

Answer»

1
1.5
2
2.5

Solution :`0.01 M HCL = 10^(-2) M[H^(+)] , PH = 2`.
25890.

The pH of mixture of , CH_3COONA + CH_3COOH after adding water shows _____ value:

Answer»

Increased
Decreased
Constant
All of the above

Answer :C
25891.

The pH of millimolar of HCl is………

Answer»

1
3
2
4

Solution :`pH=-LOG[H^+]:[H^+]=10^-3`
`THEREFORE pH=log 1-log[H^+]`
`=log 1- log10^-3=3`
25892.

The pH of millimolar HCl is

Answer»

1
2
3
4

Solution :`PH = log.(1)/(H^(+)), pH = log.(1)/(10^(-3)), pH = 3`.
25893.

The pH of fresh milk is 6 when it turns sour the pH

Answer»

both the statements individually true and statement II is the correct explanation of statement I
both the statements are idividually true but statement II is not correct EXPALNATION of statement I
statement I is true but statement II is true
statement I is false but statement II is true

Solution :In presence of moisture chlorine acts as an oxidising and bleaching agent chlorine REACTS with water forming HCI NASCENT oxygen which changed coloured matter to coloruless matter
`CI_(2)+H_(2)Orarr2HCI_O`
Colorued matter + Nascent oxygen
`rarr` colourless matter
25894.

The pH of gastric juice is normally:

Answer»

GREATER than 1.5 and LESS than 1.2
less than 1.5
greater than 1 and less than 3
Less than 1 and greater than zero

Answer :C
25895.

The pH of H_(2)SO_(4)is 2. Its molar concentration is :

Answer»

`0.01`
`0.005`
`0.02`
`0.05`

ANSWER :B
25896.

The ph of fluid in the stomach is :

Answer»

`2.0`
`7.0`
4.2
9.2

Answer :A
25897.

The pH of D_(2)O and H_(2)O at 298 k is

Answer»

7.0,7.0
7.35,7.0
7.0,6.85
6.85.85,7.35

Answer :B
25898.

The pH of blood stream is maintained by a proper balance of H_2 CO_3 and NaHCO_3 concentrations. What volume of 5 M NaHCO_3 solution should be mixed with a 10 mL sample of blood which is 2 Min H_2 CO_3, in order to maintain a pH of 7.4?K_a for H_2 CO_3 in blood is 7.8 xx10^(-7)

Answer»

`50.20 mL`
`62.42 mL`
`78.37 mL`
`52.41 mL`

SOLUTION :Let ussupposethe volumeof `NaHCO_3` mixed beV mL
` THEREFORE ` No. of molesof Na`HCO_3`in V mLof 5 M`NaHCO_3`
`=( 5 xx V )/(1000)= 0.005 V `
Noof molesof` H_2CO_3 ` in10mLof 2 M`H_2CO_3 = ( 2 xx 10 )/( 1000 ) = 0.02`
NowfromHenderson.sequation,
`pH = pK_a + log(["SALT "])/(["Acid"])`
`7.4 =- log( 7.8 xx 10^(-7 ) ) + log ( 0.005V )/( 0.02)`
`7.4 = 6.10 79 +log( 0.005V )/( 0.02)`
` 1.2921= log( 0.005 V )/( 0.02)or( 0.005V )/( 0.02 )= 19.5929`
` thereforeV= 78.37mL`
25899.

The pH of blood stream is maintained by a proper balance of H_(2)CO_(3) and NaHCO_(3) concentrations. What volume of 5 M NaHCO_(3) solution, shnould be mixed with 10 mL sample of blood, which is 2 M in H_(2)CO_(3) in order to maintain a pH of 7.4 (K_(a)for H_(2)CO_(3)in blood =7.8xx10^(-7))

Answer»

40 mL
38 mL
50 mL
79 mL

Answer :D
25900.

The pH of blood is maintained by CO_2 and H_2CO_3 in the body and chemical constituents of blood.The phenomenon is called:

Answer»

Collidal
Buffer solution
Acidity
Salt balance

Answer :B