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28551.

The major product of the following reaction is-

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SOLUTION :
28552.

The mole fraction of C_(2)H_(5)OH (Molar mass = 46 ) in 5 molal aqueous ethyl elchol solution is

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0.0826
0.826
5
5/55.55

Solution :5 molal aqueous ethyl ALCOHOL sol. Means 5 moles of ethyl alcohol in 1000 g of water =1000/18 moles = 55.56 moles
`x_(2)=5/(5+55.56)=5/(60.56)=0.082`
28553.

The major product of the following reaction

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ANSWER :B
28554.

The mole fraction of ethyl alcohol in its solution with methyl alcohol is 0.80. The vapour pressure of ethyl alcohol at the temperature of the solution is 40 mm of Hg. What is its vapour pressure in solution if the solution is ideal ?

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<P>

Solution :`p_(C_(2)H_(5)OH)=x_(C_(2)H_(5)OH)xxp_(C_(2)H_(5)OH)^(@)=0.80xx40mm=32mm.`
28555.

The major product of the following reaction

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ANSWER :B
28556.

The major product of the following reaction

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a hemiacetal
an acetal
an ether
an ester.

Solution :Dihydropyran reacts with alcohols in the presence of anhydrous `H^(+)` to FORM acetals ` THEREFORE` opteion B is true.

28557.

The major product of the following addition reaction is :H_(3)C-CH=CH_(2) overset(Cl_(2)//H_(2)O) to

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`CH_(3)-UNDERSET(CL)underset(|)(CH)-underset(Cl)underset(|)(CH_(2))`

`H_(3)C -underset(OH)underset(|)(CH)-underset(Cl)underset(|)(CH_(2))`

Solution :`H_3C - CH = CH_2 overset(Cl_2// H_2O)to H_3C - underset(OH)underset(|)CH - underset(Cl) underset(|)CH_2`
28558.

The mole fraction of benzene in a solution in toluene is 0.50. Calculate the weight percent of benzene in the solution.

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Solution :Suppose the weight percent of benzene in the solution = x. This means that in 100 g solution,
`"Mass of benzene = x g,Mass of toluene "=(100-x)g`
Mol. Mass of toluene `(C_(6)H_(5)CH_(3))=92`
`THEREFORE""(n_(B))/((n_(B)+n_(T)))=0.50, i.e., (x//78)/(x//78+(100-x)//92)=0.50`
`(x)/(78)XX(78xx92)/(92x+78(100-x))=0.50 or 92x=46x+3900-39x or 85x=3900 or x = 45.9%`.
Alternatively, `(n_(B))/(n_(B)+n_(T))=0.5, i.e., (w_(B)//78)/(w_(B)//78+w_(T)//92)=0.5 or (w_(B))/(78)=0.5or(w_(B))/(78)0.5((w_(B))/(78)+(w_(T))/(92))=(1)/(2)((w_(B))/(78)+(w_(T))/(92))`
`"or"(2w_(B))/(78)=(w_(B))/(78)+(w_(T))/(92)or (w_(B))/(78)=(w_(T))/(92) or (w_(T))/(w_(B))=(92)/(78) or 1+(92)/(78)`
`"or"(w_(B)+w_(T))/(w_(B))=(170)/(78)"or"(w_(B))/(w_(B)+w_(T))=(78)/(170)=0.459.` Hence, `wt%=45.9.`
28559.

The major product of the above reaction is

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SOLUTION :
28560.

The mole fraction of a solute in a solutions is 0.1. At 298K molarity of this solution is the same as its molality. Density of this solution at 298 K is 2.0 g cm^(-3). The ratio of the molecular weights of the solute and solvent, (MW_("solute"))/(MW_("solvent")) is

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Solution :`M_(B)/M_(A)=9`
For DETAILS, constant Example 2.20 (TEXT PART)
28561.

The major product of the above reaction is

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ANSWER :B
28562.

The mole fraction of a solute in a solution is 0.1 At 298K molarity of this solution is the same as its molality. The density of this solution at 298K is 2.0gcm^(-3). The ratio of the molecular weights of the solute and solvent, m_("solute")//m_("solvent") is ............

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SOLUTION :`(n_(1))/(n_(1)+n_(2))=0.1` and `(n_(1)xx1000)/((n_(1)M_(1)+n_(2)M_(2))d)=(n_(1)xx1000)/(n_(2)M_(2))`.
28563.

Themajor product of reaction is :

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SOLUTION :
28564.

The mole fraction of a solute in its solution in acetic acid is 0.2. The mass of solute (molar mass = 40) in 120g. Of acetic acid would be

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2 g
8 g
10 g
20 g

Solution :MOLE fraction of acetic acid = 1 - 0.2 = 0.8
:. Solution contains `0.8 xx 60 = 48 `g. of acetic acid and `0.2 xx 40 = 8 ` g of solute
:. 120 g acetic acid will contain` (8 xx 120)/48=20 g.` of solute.
28565.

The mole fraction of a solute in a solution is 0.1. At 298 K, molarity of this solution is same as its molality Density of the solution at 298 K is "2.0 g cm"^(-3). The ratio of the molecular weights of the solute and solvent ((MW_("solute"))/(MW_("solvent"))), is

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Solution :Mole fraction of solute = 0.1 means moles of solute = 0.1, moles of solvent = 0.9
`"Mass of solute "=0.1xxM_("solute")G,`
`"Mass of solvent "=0.9xxM_("solvent")g`
`=(0.1M_("solute")+0.9M_("solvent"))g`
Total VOLUME of solution
`=("Mass")/("Density")=(0.1M_("solute")+0.9M_("solvent"))/(2xx1000)L`
Molarity of solution
`=(0.1xx2000)/(0.1M_("solute")+0.9M_("solvent"))"mol L"^(-1)`
`=(200)/(0.1M_("solute")+0.9M_("solvent"))`
`"Molality of solution"`
`=(0.1xx1000)/(0.9M_("solvent"))"mol KG"^(-1)=(100)/(0.9M_("solvent"))`
`"As molarity = molality"`
`(200)/(0.1M_("solute")+0.9M_("solvent"))=(100)/(0.9M_("solvent"))`
`"or"0.1M_("solute")+0.9M_("solvent")=2xx0.9M_("solvent")`
`"or"(0.1M_("solute"))/(M_("solvent"))+0.9=1.8`
`"or"(M_("solute"))/(M_("solvent"))=(0.9)/(0.1)=9`
28566.

The major product obtained when tert -butyl bromide is heated with sodium ethoxide is

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2- Methy1 -1 propene
Ehene
TERT -Buty 1 methy1 ether
Diethy1 ether

Answer :A
28567.

The mole fraction of a solute in bezene solvent is 0.2. Themolality of the solution will be:

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14
3.2
1.4
2

Solution :`X_(B)=n_(B)/(n_(B)+n_(A))`
`0.2=n_(B)/(n_(b)+1000//78)`
`1/0.2=(n_(B)+12.82)/n_(B)`
`5=1+(12.82)/n_(B)n_(B)=(12.82)/4=3.2` (Mass of solvent is 1000 G)
28568.

The major product obtained when tert-butyl bromide is heated with sodium ethoxide is

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2-Methylpropene
ETHENE
tert-Butylmethylether
Diethyl ether

Answer :A
28569.

The mole fraction of a gas dissolved in a solvent is given by Henry's law. Constant for gas in water at 298 K is 5.55xx10^(7) Torr and the partial pressure of the gas is 200 Torr, then what is the amount of the gas dissolved in 1.0 kg of water?

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`2.0xx10^(-4)mol`
`2.5xx10^(-5)mol`
`3.7xx10^(-6)mol`
`1.2xx10^(-8)mol`

SOLUTION :By Henry's law, `p_(A)=K_(H)XX x_(A)`
`"or"x_(A)=(p_(A))/(K_(H))=("200Torr")/(5.55xx10^(7)"Torr")=3.6xx10^(-6)`
`"But"x_(A)=(n_(A))/(n_(A)+n_(H_(2)O))~=(n_(A))/(n_(H_(2)O))=(n_(A))/(1000//18)`
`therefore""n_(A)=m_(A)xx(1000)/(18)=3.6xx10^(-6)xx(1000)/(18)" mole"`
`=2.0xx10^(-4)"mole."`
28570.

The major product obtained when phenol is treated with sodium hydroxide and carbon di oxide is _______.

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SALICYALDEHYDE
SALICYLIC ACID
benzaldehyde
benzoic acid

Answer :B
28571.

The mole fraction of a solute in a solution 0.1. At 298 K, molarity of this solution is the same as its molality. Density of this solution at 298 K is 2.0 g cm^(-3). The ratio of the molecular weight of the solute and solvent, ((MW_("solute"))/(MW_("solvent"))), is

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Solution :`m=(X_(A)xx1000)/(X_(B)xxM_(A))`
`m=(1000)/(9M_(A))`……(i)
`M=(n_(B)xx1000xxd)/(n_(A)xxM_(A)+n_(B)xxM_(B))=(X_(B)xx1000xx d)/(X_(A)xx M_(A)+X_(B)xxM_(B))`
`=(200)/(0.9M_(A)+0.1M_(B))=(2000)/(9M_(A)+M_(B))`……(ii)
As m = M
`(1000)/(9M_(A))=(2000)/(9M_(A)+M_(B))RARR 9M_(A)+M_(B)=18M_(A)`
`therefore 9M_(A)=M_(B) therefore (M_(B))/(M_(A))=9`
28572.

The major product obtained when, chlorobenzene is reacted with chlorine in the presence of FeCl_(3)

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1, 2-dichlorobenzene
1, 3- dichlorobenzene
1, 4- dichlorobenzene
1, 2, 4- trichlorobenzne

Answer :C
28573.

The major product obtained when aniline is treated with acetic anhydride in the the presence of pyridine is……….

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<P>p BROMO acetanilide
p - bromo aniline
acetanilide
2,4,6 TRIBROMO aniline

Answer :A
28574.

The molarity of urea (molar mass 60 g mol^(-1)) solution by dissolving 15 g urea in 500 cm^(3) of water is

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2 mol `dm^(-3)`
0.5 mol `dm^(-3)`
0.125 mol `dm^(-3)`
0.0005 mol `dm^(-3)`

Solution :Urea MOLAR MASS = 60 g/mol
Molarity `=W(M xx V(dm^(3)))`
`=15/(60 xx 05) = 15/(6 xx 5) = 1/2`
`=0.5 mol dm^(-3)`
28575.

The major product obtained when 2-bromobutane is heated with alcoholic KOH is :

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1-Butene
2-Butene
1-Butanol
2-butanol

Solution :`CH_(3)underset(Br)underset(|)(C)HCH_(2)CH_(3)OVERSET("alc. KOH")rarrunderset("2-Butene")(CH_(3)CH=CHCH_(3))`
28576.

The major product obtained on treatment of CH_(3)CH_(2)CH(F)CH_(3) with CH_(3)O^(-)//CH_(3)OH is

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`CH_(3)CH_(2)CH(OCH_(3))CH_(3)`
`CH_(3)CH=CHCH_(3)`
`CH_(3)CH_(2)CH=CH_(2)`
`CH_(3)CH_(2)CH_(2)CH_(2)CH_(2)OCH_(3)`

Solution :According to Saytzeff.s rule, the MAJOR PRODUCT will be that one which contains more NUMBER of substituents around the double bond.
28577.

The major product obtained on interaction of phenol with sodium hydroxide and carbon dioxide is :

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salicylaldehyde
salicylic ACID
phthalic acid
BENZOIC acid

Answer :B
28578.

The major product obtained on treatement of CH_(3)CH_(2)CH(F)CH_(3)with CH_(3)O^(-)//CH_(3)OH is

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`CH_(3)CH_(2)CH(OCH_(3))CH_(3)`
`CH_(3)CH=CHCH_(3)`
`CH_(3)CH_(2)CH=CH_(2)`
`CH_(3)CH_(2)CH_(2)CH_(2)OCH_(3)`

Answer :C
28579.

The molarity of pure water (density of water=1g ml^-1)

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55.55M
50M
60M
5M

Answer :A
28580.

the major product obtained on interaction of phenol with sodium hydroxide ad carbon dioxide is

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salicyaldehyde
SALICYLIC ACID
phthalic aciid
benzoic acid

Solution :Salicylic acid. (KOLBE's REACTION).
28581.

What is the molality of pure water

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55.6
18
1
5.56

Answer :A
28582.

The major product obtained in the photobromination of 2-methylbutane is

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1-Bromo-2-methylbutane<BR>1-Bromo-3-methylbutane
2-Bromo-3-methylbutane
2-Bromo-2-methylbutane

Solution :`CH_(3)-OVERSET(CH_(3))overset(|)(CH)-CH_(2)-CH_(3) UNDERSET(-HBr)overset(Br_(2)//hv)to`
`CH_(3)-underset(Br)underset(|)overset(CH_(3))overset(|)(C)-CH_(2)-CH_(3)`
28583.

The major product obtained in the following reactions is

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`(+)-C_(6)H_(5)CH(Ot-Bu)CH_(2)C_(6)H_(5)`
`(-)-C_(6)H_(5)CH(Ot-Bu)CH_(2)C_(6)H_(5)`
`(+-)-C_(6)H_(5)CH(Ot-Bu)CH_(2)C_(6)H_(5)`
`C_(6)H_(5)CH=CHC_(6)H_(5)`

SOLUTION :tBuOK is very strong base and is BULKY as well. UPON HEATING, it will cause elimination of alkyl halide (`E_(2)` mechanism) to form. 1,2-diphenylethene as the product.
28584.

The molarity of orthophosphoric acid having purity of 70% by weight and specific gravity 1.54 would be

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11 M
22 M
33 M
44 M

Solution :70% by weight 70 GM `H_(3)PO_(4) rarr 100` gm solution/sample
`V=W/d=100/1.54""M=(70xx1000)/(98xx100//1.54)=11M`
28585.

The molarity of HNO_(3) in a sample which has density 1.4 g/mL and mass percentage of 63% is …….

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14
12
8
6

Solution :Where, `%(w)/(w)=63%`
`rho = 1.4` g/mL
`M =((%(w)/(w)xx rho xx 10))/(MM)`
`M=((63xx1.4xx10))/(63)`
M = 14 mol/L
28586.

The majorproduct obtained in the photo catalysed bromination of 2-methylbutane is :

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1-bromo-2-methylbutane
1-bromo-3-methylbutane
2-bromo-2-methyl butane
2-bromo-2-methyl butane

Solution :The ORDER of substitution in different alkanes is
`3^(@) GT 2^(@) gt 1^(@)`
Thus the bromination of 2-methy lbutane MAINLY gives 2-Bromo-2- methyl butane
`CH_(3)-underset(2-"methylbutane")(CH_(2))-overset(CH_(3))overset(|)(CH)-CH_(3) overset(Br_(2))to`
28587.

The molarity of a solution obtained by mixing 800 ml of 0.5 M HCl with 200 ml of 1 M HCl will be

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0.8 M
0.6 M
0.4 M
0.2 M

SOLUTION :`underset(("Initial"))(M_(1)V_(1))+M_(2)V_(2)=underset(("FINAL"))(M_(3)V_(3))`
`V_(3)=V_(1)+V_(2)=800+200=1000`
`M_(3)xx1000=0.5xx800+1xx200`
`M_(3)=(600)/(1000)=0.6M`.
28588.

The major product obtained in the following reaction is-

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`(+)C_(6)H_(5)CH(O^(t)BU)CH_(2)C_(6)H_(5)`
`(-)C_(6)H_(5)CH(O^(t)Bu)CH_(2)C_(6)H_(5)`
`(+-)C_(6)H_(5)CH(O^(t)Bu)CH_(2)C_(6)H_(5)`
`C_(6)H_(5)CH = CHC_(6)H_(5)`

Solution :
28589.

The major product obtained in the following reaction is :

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ANSWER :B
28590.

The molarity of a solution obtained by mixing 800 mL of 0.5 M HCl with 200 mL of 1 M HCI will be

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0.8 M
0.6 M
0.4 M
0.2 M

Solution :`M_1V_1 + M_2V_2 = M(V_1 + V_2)`
` 0.5 XX 800 + 1 xx 200 = M (800 + 200)`
`M = (400+ 200)/(1000) = 0.6 M`
28591.

The molarity of given orthophosphoric acid solution is 2M. Its normality is ………………….. .

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6N
4N
2N
none of these

Answer :A
28592.

The major product obtained in the dehydrohalogenationof neo-pentyl bromide with alcoholic KOH is

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2-methylbut-1-ene
2,2-dimethylbut-1-ene
2-methylbut-2-ene
but-2-ene.

Solution :
28593.

The molarity of a solution obtained by mixing 750 mL of 0.5(M) HCI with 250 mL of 2(M) HCI will be

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0.975(M)
1.00(M)
0.875(M)
1.75(M)

Solution :750mL 0.5(M) HCl contain `(0.5)/(1000)xx750=0.375mol`
of HCl and 250mL of 2(M) HCl CONTAINS `2/(1000)xx250`=0.5 MOL of HCl. Volume of the resulting solution = 750 + 250 = 1000mL . Total NUMBER of moles of HCl in the solution = 0.375 + 0.5 = 0.875 mol `:.` Molarity of the resulting solution = 0.875(M)
28594.

The major product obtained by the reaction of phenol and carbondioxide with NaOH and is

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salicylaldehyde
SALICYCLIC ACID
phthalic acid
BENZOIC acid

Answer :B
28595.

The major product is formed when toluene si reacted with chlorine in the presence of halogen carrier.

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ANSWER :B
28596.

The major product obtained by the following reactions is …..

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SOLUTION :
28597.

The molarity of a solution obtained by mixing 750 mL of 0.5 (M) HCl with 250 mL of 2(M) HCl will be:

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1.75 M
0.975 M
0.875 M
1.00 M

Solution :`M_(3)V_(3)=M_(1)V_(1)+M_(2)V_(2)`
`M_(3)=((0.5M)xx(750mL)+(250 ML))/((750 mL+250 mL))`
0.875 M.
28598.

The major product is

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SOLUTION :
28599.

The major product in the reaction of N-phenylbenzamide with Br_(2)//Fe is

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ANSWER :B
28600.

The molarity of a solution obtained by mixing 750 mL . Of 0.5 M Hcl with 250 mLof 2 M HCl will be

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`0.875` M
`1.00`M
`1.75` M
`0.0975` M

ANSWER :a