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.
| 26051. |
The percentage of Fe^( +3) ion present in Fe0.93O1.00 is : |
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Answer» `15% ` `X(+2)+3(0.93 -x )-2 =0` `X=0.79` `Fe ^(+2)= 0.79 Fe^(+3)= 0.14` `% Fe ^(+3)=(0.14)/(0.93 )xx 100 =15 %` |
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| 26052. |
The percentage of ethyl alchol by weight is 46% in a mixture of ethanol and water. The mole fraction of alcohol in this solution is |
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Answer» 0.25 |
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| 26053. |
The percentage of empty space in a body centred cubic arrangement is |
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Answer» 74 |
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| 26054. |
The percentage of copper (II) salt can be determined by using a thiosulphate titration. 0.305g of a copper (II) salt was dissolved in water and added to an excess of potassium iodide solution, liberating iodine according to the following equation 2Cu^(2+)(aq) + 4I^(-)(aq) rarr 2CuI(s)+ I_(2) ( aq) The iodine liberated required 24.5cm^(3) of a 0.100 mol dm^(-3) solution of sodium thiosulphate. 2S_(2)O_(3)^(2-) (aq) + I_(2) (aq)rarr 2I^(-) ( aq) + S_(4) O_(6)^(2-) (aq) The percentage of copper, by mass, in the copper ( II) salt is |
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Answer» 64.2 |
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| 26055. |
The percentage of copper in a copper ( II) salt can be determined by using a thiosulphate titration. 0.305g of a copper (II) salt was dissolved in water and added to an excess of potassium iodide solution, liberating iodine according to the following equation 2Cu^(2+) ( aq) + 4I^(-)( aq) rarr 2CuI(s) + I_(2) ( aq) The iodine liberated required 24.5cm^(3) of a 0.100 mol dm^(-3) solution of sodium thiosulphate. 2S_(2) O_(3)^(-) (aq) + 4I^(-)( aq) rarr 2I^(-) ( aq) + S_(4) O_(6)^(2-)(aq) The percentage of copper , by mass, in the copper ( II) salt is |
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Answer» 64.2 |
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| 26056. |
The percentage of empty space in a body centred cubic arrangement is ......... |
| Answer» Solution :PACKING EFFICIENCY in bcc = 68 % . EMPTY space = 32 % | |
| 26057. |
The percentage of copper, tin and zinc metals present in 'Gun metal' respectively are |
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Answer» 88,2,10 |
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| 26058. |
The percentage of carbon is same in : |
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Answer» CAST IRON and pig iron |
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| 26059. |
The percentage of carbon in steel is approx |
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Answer» 0.01 |
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| 26060. |
The percentage of carbon in pig iron, wrougth iron and cast iron is in the order of ________. |
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Answer» pig IRON `LT ` CAST iron `gt ` wrought iron |
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| 26061. |
The percentage of carbon in high carbon steel is ________. |
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Answer» `0.5 - 1%` |
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| 26062. |
The percentage of carbon in cast iron is |
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Answer» `5-10` |
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| 26063. |
The percentage of C_(2)H_(5)OH in wash is (approximatly) |
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Answer» 0.95 |
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| 26064. |
The percentage of C_(2)H_(5)OH in wash is |
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Answer» 0.95 |
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| 26065. |
The percentage of available chlorine in a sample of bleaching powder, CaOCl_(2),2H_(2)O, is: |
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Answer» 30 |
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| 26066. |
The percentage of an element M is 53 in its oxide of molecular formula M_(2)O_(3).Its atomic mass is about |
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Answer» 45 `2m+48G" of "M_(2)O_(3)" contain O"=48g.` `therefore %" of O in "M_(2)O_(3)=(48)/(2m+48)xx100=53"(Given)"` `therefore""2m+48=(4800)/(53)=90.56` `"or"2m=42.56"or"m=26.28~~27` |
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| 26067. |
The percentage of an element M is 53 in its oxide of molecular formula M_(2)O_(3). Its atomic mass is about: |
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Answer» 45 `=(53)/(47)xx8=9` ATOMIC mass=Equivalent mass `xx` Valency `=9xx3=27` AMU. |
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| 26068. |
The percentage of available chlorine in a commercial sample of bleaching powder is: |
| Answer» ANSWER :B | |
| 26069. |
The percentage ionization of a weak base is given by |
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Answer» `(sqrt((K_(a))/C))xx 100` `{:("Initial conc.",c,0,0,),("Final conc.",c-c alpha,c alpha,c alpha,):}` Let bolume of container be 1 LITRE `rArr` % dissociation `= (c alpha)/(c) xx 100 = 100 alpha` Also `(c alpha^(2))/(1-alpha) = K_(b)` As `alpha` is negligible `rArr K_(b) = c alpha^(2) , alpha = sqrt((K_(b))/(c))` `rArr` % ionization `= 100 alpha = (sqrt((K_(b))/(c))) 100` `rArr 100alpha = (sqrt((K_(b))/(c))) 100 = (sqrt((K_(w))/(K_(a)c))) 100` `[ because K_(b) = (K_(w))/(K_(a))]` (where `c alpha = [OH^(-)]`) `= log_(10) c alpha = pOH = -log_(10) (K_(b)c)^(1//2) rArr pOH = -(1)/(2)log K_(b)c` `pOH = -(1)/(2)log K_(b)c = -log c alpha` `rArrpOH = (1)/(2)[pK_(b) - log c] = -log c alpha` `2pOH = pK_(b) - logc rArr = pK_(b) - 2pOH` `rArr c = 10^(pK_(b) - 2pOH)` Hence choices (c) and are correct while (a) and (b) are not correct. |
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| 26070. |
The percentage composition of ferrous ammonium sulphate is 14.32%Re^(2+), 9.20% NH_(4)^(+), 49.0% SO_(4)^(2-) and 27.57% H_(2)O. What is the empirical formula of the compound? |
Answer» Solution :Calculation of EMPIRICAL formula Hence, the empirical formula of the COMPOUNDS is `(Fe^(2+))(NH_(4)^(+))(SO_(4)^(2-))_(2)(H_(2)O)_(6) or Fe(NH_(4))_(2)(SO_(4))_(2).6H_(2)O`. |
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| 26071. |
The percentage composition of carbon by mole in methane is : |
| Answer» ANSWER :D | |
| 26072. |
The percentage composition by weight of an aqueous solution of a solute (molecule mass 150) which boils at 373.26 is |
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Answer» 5 |
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| 26073. |
The percentage composition (by weight) of a solution is 45% X, 15% Y 40% Z. Calculate the mole fraction of each component of the solution. (Mol. Wt. of X = 18, Y = 60, Z = 60 gms/mole) |
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Answer» X = 0.2 , Y = 0.61, Z = 0.194
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| 26074. |
The percentage composition by mass of an aqueous solution of a solute (molecular mass 150 which boils at 373.26 is (K_(b) = 0.52) |
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Answer» 5 `m = (W_(2) xx 1000)/(M_(2) xx W_(1)(g)) :. 0.5 = (W_(2) xx 100)/(150 xx 1000)` `W_(2) = 150 xx 0.5 = 75 g ` %age by mass `=75/1075 xx 100 = 7% "APPROX".` |
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| 26075. |
The percentage by mole of NO_(2) in a mixture of NO_(2)(g) and NO(g) having average molecular mass 34 is |
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Answer» 0.25 |
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| 26076. |
The percentage by weightof hydrogen in H_2O_2 is : |
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Answer» 50 |
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| 26077. |
The percentage by volume of Argon in atmosphere |
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Answer» 0.01 |
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| 26078. |
The percentage abundance of Neon gas in air by volumeis 1.8 xx 10^(-x) and by weight is 1.0 xx 10^(-y). Than x - y = ________ |
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Answer» |
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| 26079. |
The percent of void space in a body - centred cubic lattice is : |
| Answer» ANSWER :A | |
| 26080. |
The percent of enol content will be highest in |
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Answer» `CH_3 CHO` |
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| 26081. |
The percent loss in weight after heating a pure sample of pottasium chlorate (mol.wt. =122.5 ) will be : |
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Answer» 12.25 |
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| 26082. |
The penultimate shell of f-block elements contains how many electrons ? |
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Answer» 19 to 32 |
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| 26083. |
The peptide bond joining amino acid into proteins is a specific example of |
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Answer» ESTER |
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| 26084. |
The peptide linkage is |
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Answer» `-OVERSET(|)UNDERSET(|)CH-COO-NH` |
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| 26085. |
The pentose sugars in DNA and RNA have the structure of |
| Answer» Answer :A | |
| 26086. |
The pentapeptide composed of Val, Ala, Phe and 2 Gly, gives no N_2", with "HNO_2. Among its hydrolysis products are Ala, Gly and Gly, Ala. Identify the structure |
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Answer» Gly-Ala-Gly-Phe-Val |
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| 26087. |
The pentose sugar in DNA and RNA has |
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Answer» OPEN CHAIN structure |
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| 26088. |
The PDI(polydispersity index) is the ratio of weight to number-average molecular masses(Mbar(w))//(M(bar(n)) .In natural polymers,which are generally monodispersed,PDIis………and in synthetic polymers which are always polydispersed, PDI is …….. because Mbar(w) is always .......than Mbar(n) . |
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Answer» Greater then`1,1`,HIGHER |
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| 26089. |
The passageof electricity through dil H_(2)SO_(4)for 16 minutes liberates a total of 224 ml of H_(2).The strength of the current in ampres will be |
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Answer» 5A |
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| 26090. |
The passivity of iron results due to theformation of a thin protective layer of |
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Answer» iron oxide |
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| 26091. |
The passivity of iron in concentrated nitric acid is due to |
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Answer» Ferric NITRATE coating on the METAL |
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| 26092. |
The passage of current liberates H_2 at cathode and Cl_2 at anode. The solution is |
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Answer» copper chloride in water Cathode: `H_(2)O+e^(-)to(1)/(2)H_(2)+OH^(-)` Anode: `CL^(-)to(1)/(2)Cl_(2)+e^(-)`. |
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| 26093. |
The passage of current through the solution of a dcertain electrolyte results in the liberation of H_(2) at the cathode and chlorine at the anode. The solution in the container could be: |
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Answer» `NACL(aq.)` |
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| 26094. |
The passage of a constant current through a solution of dilute H_(2)SO_(4) with 'Pt' electrodes liberated 340.5 cm^(3) of a mixture of H_(2) and O_(2) at S.T.P. The quantity of electricity that was passed is: |
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Answer» 96500 C |
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| 26095. |
The passage of electricity in the Daniell cell when Zn and Cu electrodes are connected : |
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Answer» From CU TOZN inside the cell |
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| 26096. |
The particles of true solution can pass through a semi permeable membrane, but those of a colloidal solution cannot. Explain why? |
| Answer» SOLUTION :The SIZE of colloid particles are LARGER than the size of the pores PRESENT in a semipermeable membrane. Hence particles of colloidal solution cannot PASS through a semipermeable membrane. On the other hand, particles of true solution can pass through a semipermeable membrane because size of such particles are smaller than the size of the pores present in a semipermeable membrane. | |
| 26097. |
The particle size of suspension should be greater than 10 xx A^@, x is……… |
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Answer» |
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| 26098. |
The partial pressures of CH_(3)OH,CO and H_(2) in the equlibrium mixture for the reaction CO+2H_(2)hArrCH_(3)OH at 427^(@)C are 2.0, 1.0 and 0.1 atm respectively. The value of k_(p) for the decommposition of CH_(3)OH to CO and H_(2) is |
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Answer» `1XX10^(2)atm` `([H_(2)]^(2)[CO])/([CH_(3)OH])=(0.1xx0.1xx1)/(2)=(0.01)/(2)=(10xx10^(-3))/(2)` `=5xx10^(-3).` |
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| 26099. |
The partial pressure ratio P_(A)^(@):P_(B)^(@) for the two volatile liquid A and B and P_(A)^(@): P_(B)^(@)=1:2 and mole ratio is X_(A): X_(B)=1:2. What is the mole fraction of A ? |
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Answer» <P>`0.33` `p_(A)=x_(p),p_(B)=2x.2p` Total pressure `p =p_(A)+p_(B)` `p=xp+4xp=5xp` `THEREFORE` Mole fraction of, `A(X_(A))=(p_(A))/(p)=(xp)/(5xp)=(1)/(5)=0.2` |
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| 26100. |
The partial pressure of ethane over a solution containing 6.56 xx10^(-3) g of ethane is 1 bar. If thesolution contains 5.00 xx 10^(-2)g of ethane, then what shall be the partial pressure of the gas ? |
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Answer» <P> SOLUTION : Applying the relationship `m = K_Hxx p` (Henry.s law)In the first case, `6.56 xx 10^(-2) g = K_H X ` 1 bar or `K_H = 6.56 xx 10^(-2)g "bar"^(-1)` Let the PARTIAL pressure in the second case be p. In the second case, `5.00 xx 10^(-2) g = (6.56 xx 10^(-2) g "bar"^(-1)) xxp` `p = (5.00 xx 10^(-2) g)/(6.56 xx 10^(-2) g "bar"^(-1)) = 0.762` bar |
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