InterviewSolution
This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
| 92201. |
4 mL of a gas at 1 atm pressure and 300 K is dissolved in 1 L of solution. Calculate the volume of the gas dissolved at 4 atm pressure and 300 K in (1)/(2)L of solution in mL. |
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| 92202. |
Write chemical reactions of affect the 4-Methylacetophenone to benzene -1,4 -dicarboxylic acid transformations. |
Answer» SOLUTION :
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| 92204. |
4 L of 0.02 M aqueous solution of NaCl was diluted by adding one litre of water. The molality of the resultant solution is …… |
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Answer» `0.004` APPLY the reaction : `M_(1)V_(1)=M_(2)V_(2)` GIVEN : `M_(1)=0.02 M, V_(1)=4 L, M_(2)=? V_(2)=5L` Therefore, `0.02xx4L=M_(2)XX 5L` `M_(2)=0.08//5=0.016 M` |
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| 92205. |
4-Methoxyacetophenone can be prepared from anisole by |
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Answer» Reimer-Tiemann reaction
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| 92206. |
4-Hydroxy-4-methylpentanal on heating with excess of methanol in the presence of an acidcatalyst followed by dehydration of the products gives |
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| 92207. |
4 gm of the chloroplatinate salt of triacidic base 'B' on ignition gave 1 gm of Platinum then moar mass of base 'B' in gm is - |
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Answer» 585 `M = (3)/(2) [(4 xx 195)/(1) - 410]` `M = (3)/(2) [780 - 410] rArr M = 555 gm//mol` |
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| 92208. |
4 gm of NaoH are added in 1 litre. The PH value of the solution will be : |
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Answer» 1 |
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| 92209. |
4 g of copper was dissolved in concentrated nitric acid. The copper nitrate solutio on strong heating gave 5g of its oxide. The equivalent weight of copper is |
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Answer» 23 EMPIRICAL formula `=CuO` of oxide In this oxide, oxidation no. of Cu=+2 EQUIVALENT weight=`("Molecular weight")/("Oxidation no.")=(63.5)/(2)~~31.75` But equivalent weight should be an INTEGRAL no.=32. =9.65A |
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| 92210. |
4 g of copper was dissolved in concentrated nitric acid. The copper nitrate on strong heating gave 5 g of its oxide. The equivalent weight of copper is |
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Answer» 23 1G of oxygen combines with Cu = 4g 8g of oxygen will combine with `Cu = 4 xx 8 = 32g` ` therefore` Eq. wt. of Cu = 32 |
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| 92211. |
4 g of caustic soda (molar mas = 40 g mol^(-1)) are dissolved in water and the solution is made to 200 mL. Calculate the molarity of the solution. |
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Answer» `=(4g//(40" G mol"^(-1)))/((200//1000)L)=0.5" mol L"^(-1)(0.5 M)` |
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| 92212. |
4 g carbon were heated with 8 g of sulphur. How much carbon disulphide (CS_(2)) will be formed when that reaction is complete ? What will be its percentage purity? |
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Answer» Solution :`underset(12g)(C)+underset(2xx32=64g)(2S)rarrunderset(12+2xx32=76g)(CS_(2))` Obviously, sulphur will be the limiting reactant. `"8 g sulphur will produce CS"_(2)=(76)/(64)xx8=9.5g` `"CARBON reacted "=(12)/(64)xx8=1.5g` `"Carbon left "=4-1.5=2.5g` `"Total mass of products"=9.5+2.5=12g` `therefore %" purity of "CS_(2)" in the product "=(9.5)/(12)xx100=79.2%.` |
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| 92213. |
4-chloro-3, 5-dimethyl phenol is called |
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Answer» Chloramphenicol |
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| 92214. |
4-chloro-3,5-dimethyl phenol is called |
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Answer» chloramphenicol 4-chloro-3,5-dimethyl PHENOL is CALLED dettol. |
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| 92215. |
4 A neutral, resolvable organic compound A has molecular formula (C_(8)H_(16)O_(2)). A on treatment with LiAlH_(4) gives isomeric B and C(C_(4)H_(10)O) of which only B is optically active. B on treatment with acidified dichromate solution gives D (C_(4)H_(8)O), which on refluxing with dilute NaOH followed by acidification of product gave E (C_(8)H_(14)O). E on heating with N_(2)H_(4) in alkaline medium affords F(C_(8)H_(16)) which on treatment with B.H/H,O,/HO produced a resolvable G (C_(8)H_(18)O).G on treatment with acidified dichromate solution produced H (C_(8)H_(16)O), which on treatment with MCPBA produces A. Compound (H) is |
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| 92216. |
4-bromo-9-methyltricyclo[5.3.0.0^(2.6)] |
Answer» SOLUTION :
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| 92217. |
4-bromophenol is mainly formed, when phenol is reacted with, |
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Answer» `Br_2`/WATER |
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| 92218. |
4-alkoxy alkyl benzene is obtained from |
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Answer» FRIEDEL - CRAFT reaction |
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| 92219. |
4 A neutral, resolvable organic compound A has molecular formula (C_(8)H_(16)O_(2)). A on treatment with LiAlH_(4) gives isomeric B and C(C_(4)H_(10)O) of which only B is optically active. B on treatment with acidified dichromate solution gives D (C_(4)H_(8)O), which on refluxing with dilute NaOH followed by acidification of product gave E (C_(8)H_(14)O). E on heating with N_(2)H_(4) in alkaline medium affords F(C_(8)H_(16)) which on treatment with B.H/H,O,/HO produced a resolvable G (C_(8)H_(18)O).G on treatment with acidified dichromate solution produced H (C_(8)H_(16)O), which on treatment with MCPBA produces A. Compound (A) is |
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| 92220. |
4 A neutral, resolvable organic compound A has molecular formula (C_(8)H_(16)O_(2)). A on treatment with LiAlH_(4) gives isomeric B and C(C_(4)H_(10)O) of which only B is optically active. B on treatment with acidified dichromate solution gives D (C_(4)H_(8)O), which on refluxing with dilute NaOH followed by acidification of product gave E (C_(8)H_(14)O). E on heating with N_(2)H_(4) in alkaline medium affords F(C_(8)H_(16)) which on treatment with B.H/H,O,/HO produced a resolvable G (C_(8)H_(18)O).G on treatment with acidified dichromate solution produced H (C_(8)H_(16)O), which on treatment with MCPBA produces A. Compound (B) is |
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| 92221. |
4 A neutral, resolvable organic compound A has molecular formula (C_(8)H_(16)O_(2)). A on treatment with LiAlH_(4) gives isomeric B and C(C_(4)H_(10)O) of which only B is optically active. B on treatment with acidified dichromate solution gives D (C_(4)H_(8)O), which on refluxing with dilute NaOH followed by acidification of product gave E (C_(8)H_(14)O). E on heating with N_(2)H_(4) in alkaline medium affords F(C_(8)H_(16)) which on treatment with B.H/H,O,/HO produced a resolvable G (C_(8)H_(18)O).G on treatment with acidified dichromate solution produced H (C_(8)H_(16)O), which on treatment with MCPBA produces A. Compound (E) |
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| 92222. |
4 : 4 coordination is noticed in: |
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Answer» ZnS |
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| 92223. |
3xx10^(-3) kg acetic acid is added into 500 cm^(3) water. If dissociation of acetic acid is 23% then find out depression in freezing ? K_(f) of water = 1.86 K kg / mol and density = 0.997 gm cm^(-3). |
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| 92224. |
3HCHO+CH_(3)CHOoverset(NaOH)rarrA. A found can |
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Answer» REDUCE Tolen's reagent |
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| 92225. |
3g of metal ions were discharged at cathode using a current of 3 amperes for 2 hours from aqueous cupric sulphate solution. Calculate the current efficiency. At wt . of Cu is 63.5 . |
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| 92226. |
3g of solute is dissolved in 22g of water. The depression if freezing point shown by the solution is 1.45K. What is the molar mass of solute ? K_f for water is = 1.86 "K kgmol"^(-1) |
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| 92227. |
3g of hydrocarbon on combustion with 11.2 g of oxygen produce 8.8 g of CO_(2) and 5.4 g of H_(2)O. The data illustrate the law of: |
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Answer» conservation of MASS `(3+11.2)G (8.8+5.4)g` Hence, law of conservation of mass is verified. |
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| 92228. |
3g of an oxide of a metal is converted to chloride completely and it yields 5g chloride. The equivalent weight of metal is: |
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Answer» 33.25 |
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| 92229. |
3g of an oxide of a metal is converted to chloride completely and it yielded 5g of chloride. The equivalent weight of metal is |
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Answer» 12 It YIELDED 5 gram of chloride. Equivalent weight of metal E `therefore (E+35.5)/(5)=(E+8)/(3)` `implies5E+40=3E+106.5impliesE=33.25`. |
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| 92230. |
3g of an oxide of a metal is converted completely to 5 g chloride. Equivalent mass of metal is: |
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Answer» 33.25 |
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| 92231. |
3d-series elements exhibit vaiable oxidation states. Why ? |
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Answer» Solution :(i) DUE to PRESENCE of vacant d-orbitals (ii) The energy GAP 4S and 4d is LESS. |
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| 92232. |
Derive an integrated rate equation for the rate constant of a first-order reaction. |
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Answer» Solution :Consider a general first order reaction. `R to ` Products. The differential rate equation is rate`=(d[R])/(dt)=d[R]` Where K, is the rate CONSTANT of the first order reaction. On REARRANGING`(d[R])/([R])= -k dt` Integrating on both the sides, we get. `ln[R]= -Kt +I ""...(i)` Where I is the constant of Integration. When `t = 0, [R] = [R]_(0)`and hence using equation (i) `I= ln[R]_(0)""...(ii)` Rearranging this equation. `ln[R]_(0)-ln[R] = Kt` or `K=(1)/(t)"ln" ([R]_(0))/([R])""...(iii)` or `K= (2.303)/(t)"log"([R]_(0))/([R])""...(iv)` |
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| 92233. |
3ClO^(-)toClO_(3)^(-)+2Cl The rate of reaction of above reaction is given by……. |
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Answer» `K_(1)[CLO^(-)]` |
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| 92234. |
3CH_(3)CH_(2)underset(CH_(3))underset(|)CHCH_(2)OH underset(-H_(3)PO_(3))overset(PBr_(3))to 3X+ H_(3)PO_(3) What is X? |
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Answer» 1- bromo - 2 - METHYL butane<BR>3- methyl - 4 - bromo butane |
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| 92235. |
3ClO^-(aq) rarr ClO_3^(-) + 2CI^- is an example of |
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Answer» OXIDATION reaction
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| 92236. |
3(CH_(3)(CH= CH_(2))) underset(" Hydroboration")overset((BH_(3))_(2))to X Identify X. |
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Answer» `(CH_(3)CH_(2)CH_(2))_(3).B` |
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| 92237. |
3C_2H_5OH+PCl_3 rarr 3C_2H_5Cl + X,where 'X' is |
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Answer» `H_3PO_2` |
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| 92238. |
3A to 2B , rate of reaction +(d[B])/(dt) is equal to |
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Answer» `-(3)/(2)(d[A])/(DT)` |
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| 92239. |
3AtoB + Citwouldbe a zeroorderreaction , when |
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Answer» the rate ofreactionisproportinaltosquareofconcentrationof A `3A to B+C` if it iszeroreaction then the rateremains same at anyconcentrationof `AOR (dx)/(dt)=K[A^(0)][A^(0)=1]` itmeamns thatfor zeroorderreactionrate is independent of concentration of reactants |
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| 92240. |
3A t0 2B ,rate of reaction + (d[B])/(dt)is equal to |
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Answer» `-(3)/(2) (d[A])/(dt)` `-(2)/(3)(d[A])/(dt)=+(d[B])/(dt)` |
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| 92241. |
3.92 g. of Mohr salt [mol. wt = 392] is present in 100 ml of an aqueous solution. The sulphate ion concentration of the resulting solution is |
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Answer» 1M |
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| 92242. |
3.92g//Lofa sampleofferrousammoniumsulphatereactscompletelywith50 mL(N )/(10 )KMnO_4solutionthe percentagepurityof the sampleis |
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Answer» SOLUTION :`N_1xxV_1= N_2 xxV_2` ` [FeSO_4(NH_4)_2 SO_4 .^H_2O] [KMnO_4]` ` N_1xx 100 =1/100=1/10xx 50orN_1 =(1)/( 200)` eq WT of ` FeSO_4.(NH_4)_2 SO_4 .^H_2O= Molwt= 392` ` THEREFORE ` Strengthofpuresalt`= 392 xx (1)/(200 ) = 1.96gL^(-1)` ` therefore` % purity = `( 1.96)/ ( 3.92 ) xx 100 =50 % ` |
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| 92243. |
3.9 g of benzoic acid dissolved in 49 g of benzne shows a depreesionin freezingpointof 1.62 K. Calculate the van't Haff factorand predict the natureof solutei(associated or dissociated ). [Given:Molarmass of benzoic acid= 122g mol^(-1), K_(f) for benzene = 4.9 K kgmol^(-1)]. |
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Answer» Solution :`Delta T_(F) = ik_(f) XX m` ` = (ixxk_(f) xx w_(B) xx 100)/(M_(B) xx w_(A))` ` 1.62= (ixx4.9 xx 3.9 xx 1000)/(122xx49)` ` or "" i= (1.62 xx122xx49)/(4.9 xx 3.9 xx 1000) = 0.506` Since .i.is lessthanone the solute is associated . |
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| 92244. |
3.9 g of benzoic acid dissolved in 49 g of benzene shows a depression in freezing point of 1.62 K. Calculate the van't Hoff factor and predict the nature of solute (associated for dissociated). ("Given : Molar mass of benzoic acid = 122 g mol"^(-1),K_(f)" for benzene = 4.9 K kg mol"^(-1)) |
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Answer» `""("Mol. mass of BENZOIC acid "C_(6)H_(5)COOH="122 g mol"^(-1))` `i=(Delta_(f)"(observed)")/(DeltaT_(f)"(calculated)")=(1.62)/(3.197)=0.506` Alternatively, MOLALITY `(m)=(3.9)/(122)xx(1)/(49)xx1000=0.652, DeltaT_(f)=iK_(f)m` `"or"i=(DeltaT_(f))/(K_(f)m)=(1.62)/(4.9xx0.652)=0.507.` As i lt 1, solute is associated. |
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| 92245. |
3.9 g of benzoic acid dissolved in 49 g of benzene shows a depression in freezing point of 1.62 K. Calculate the van't Hoff factor and predict the nature of solute (associated or dissociated). [Given : Molar mass of benzoic acid = 122 g "mol"^(-1), K_f for benzene = 4.9 K kg "mol"^(-1) ] |
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Answer» Solution :Apply the relation, `M_2 = (1000 xx w_2 xx K_f)/(DeltaT_f xx w_1)` SUBSTITUTING the values, we have `M_2 = (1000 G KG^(-1) xx 3.9 g xx 4.9 K kg "MOL"^(-1))/(1.62 k xx 49 g) = 240 g "mol"^(-1)` van.t Hoff factor = Normal molar mass / ABNORMAL molar mass ` = 122/240 = 0.508` Benzoic acid gets associated (dimerised). |
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| 92246. |
3.9 g of benzoic acid dissoved in 49 g of benzene shows a depression in freezing point of 1.62 K. Calculate Van't Hoff factor and predict the nature of solute (associated or dissociated) . (Given. Molar mass of benzoic acid = 122 g mol^(-1) , K_(f) for benzene = 4.9 K kg mol^(-1)). |
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Answer» `i=(1.62Kxx(0.049" kg")XX(122" g mol"^(-1)))/((4.9"K kg mol"^(-1))xx(3.9g))=0.506` SCINCE Van't Hoff factor is LESS than 1, SOLUTE has UNDERGONE has undergone associated in benzene solvent. |
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| 92247. |
3.8 gm of a tribasic carboxylic acid derivative of a saturated hydrocarbon required 100 ml of 0.6M NaOH solution to reach equivalence point. Calculate molar mass of tribasic carboxylic acid derivative of saturated hydrocarbon. |
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| 92248. |
380 mL of a gas at 27^@C, 800 mm of Hg weight 0.455 g. The mol.wt. of gas is : |
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Answer» 27 |
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| 92249. |
375 mg of an alcohol reacts with required amount of methyl magnesium bromide and releases 140 mL of methane gas at STP. The alcohol is |
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Answer» ethanol 140 mL of `CH_(4)` is PRODUCED from alchohol = 375 mg = 0.375 g `therefore"22400 mL of CH"_(4)" will be produced from"` `"alcohol"=(0.375)/(140)xx22400=60g` `therefore" MOLAR mass of alcohol = 60 g mol"^(-1)` `M(C_(2)H_(5)OH)=46, M(C_(4)H_(9)OH)=74,` `M(CH_(3)OH)=32, M(CH_(3)CH_(2)CH_(2)OH)=60` Hence, the alcohol is n-propanol. |
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| 92250. |
375 mg of an alcohol reacts with required amount of methylmagnesium bromide and releases 140 mL of methane gas at STP. The alcohol is |
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Answer» ethanol `therefore22400`mL of `CH_(4)` is produced from alcohol`=(375)/(1000)xx(22400)/(140)=60` G `mol^(-1)` Thus, alcohol with molecular mass=60g `mol^(-1)` is `CH_(3)CH_(2)CH_(2)OH` (n-propanol). |
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