µÚÒ»ÕÂϰÌâ½â 1-29
m(MnOms)n(MnO)M(MnOms)w(MnO2)?2?22
332?2?2?n(Fe)M(MnO2)c(Fe)V(Fe)M(MnO2)1010??msms3?1?3?1?0.1000mol?L?21.50?10L?86.94g?mol10?0.1000g?0.5608
3-19£®Î¢ÐÍÒôÏñ´Å´øÖеĴÅÐÔ²ÄÁϵĻ¯Ñ§×é³ÉÏ൱ÓÚCoxFe3-xO4+x¡£×¼È·³ÆÈ¡0.2893 gº¬îܵÄÌú´ÅÌ廯ºÏÎ¼ÓËáÈܽâºó¶¨ÈÝÖÁ250 mLµÄÈÝÁ¿Æ¿ÖС£ÒÆÈ¡25.00 mL¸ÃÊÔÑùÈÜÒºÓÚ×¶ÐÍÆ¿ÖУ¬¼ÓÈëpHΪ2µÄ»º³åÈÜÒº£¬ÒԻǻùË®ÑîËá×÷ָʾ¼Á£¬ÓÃ0.01010 mol?L?1 EDTAÈÜÒºµÎ¶¨£¬ÖÕµãʱÓÃÈ¥29.70 mL¡£ÔÙ½«ÈÜÒºpHµ÷½ÚÖÁ5×óÓÒ£¬¼ÓÈÈÖÁ½ü·Ð£¬ÒÔPAN×÷ָʾ¼Á£¬³ÃÈȼÌÐøÓÃEDTAµÎ¶¨£¬ÓÃÈ¥5.94 mL¡£¼ÆËãÊÔÑùÖÐîÜ¡¢ÌúµÄÖÊÁ¿·ÖÊý¡£ ½â£º EDTAÓëÈκνðÊôÀë×Ó·´Ó¦¶¼ÊÇ1£º1£¬pHΪ2ʱµÎ¶¨µÄÊÇÌúÀë×Ó£¬¶øpHΪ5ʱµÎ¶¨µÄÊÇîÜÀë×Ó¡£
w(Fe)?m(Fe)ms55.85g?mL?1??29.70?10?3L?mL?1?0.01010mol?L?1ms0.01675g0.2893g?250.025.00?250.025.00
??0.5791w(Co)?m(Co)ms58.93g?mL?1??5.94?10?3L?mL?1?0.01010mol?L?1ms0.003535g0.2893g?250.025.00?250.025.00
??0.12223-20£®Four measurements of the weight of an object whose correct weight is 0.1026 g are 0.1021g,0.1025g,0.1019g,0.1023g. Calculate the mean, the average deviation, the relative average deviation(%), the standard deviation, the relative standard deviation(%), the error of the mean, and the relative error of the mean(%).
Solution:
1-30 µÚÒ»ÕÂϰÌâ½â
1414x=(0.1021+0.1025+0.1019+0.1023) g = 0.1022g (0.0001+0.0003+0.0003+0.0001) g = 0.0002g
0.0002g0.1022g2d=
relative average deviation dr =
2s=0.0001?0.00032?100% = 0.2%
2?0.00034?1?0.0001g?0.0003g
relative standard deviation CV =
0.0003g0.1022g?100% = 0.3%
error of the mean E =x? xT = 0.1022g ? 0.1026g = ?0.0004g relative error of the mean Er =
?0.0004g0.1026g?100%??0.4%
3-21£®A 1.5380g sample of iron ore is dissolved in acid, the iron is reduced to the +2 oxidation state quantitatively and titrated with 43.50 mL of KMnO4 solution (Fe? Fe), 1.000 mL of which is equivalent to 11.17 mg of iron. Express the results of the analysis as (1) w(Fe); (2) w(Fe2O3); (3) w(Fe3O4).
Solution:
The reaction is MnO4? + 5Fe2+ + 8H+ = Mn2+ + 5Fe3+ + 4H2O (1) 1.000 mL of which is equivalent to 11.17 mg of iron, therefore,
w(Fe)??m(Fe)msms?3?111.17?10g?mL?43.50mL1.5380g2+
2+
3+
?11.17?10?3g?mL?1?V(KMnO4)
?0.3159(2) n(Fe2O3)= (1/2)n(Fe)
w(Fe2O3)?m(Fe2O3)ms1?2?n(Fe2O3)M(Fe2O3)ms1m(Fe)?2M(Fe)M(Fe2O3)ms?3n(Fe)M(Fe2O3)ms1?2?159.755.85?11.17?10g?mL?1?43.50mL1.5380g?0.4517(3) n(Fe3O4)= (1/3)n(Fe2+)
µÚÒ»ÕÂϰÌâ½â 1-31
w(Fe3O4)?m(Fe3O4)ms1?n(Fe3O4)M(Fe3O4)ms1m(Fe)?3M(Fe)M(Fe3O4)ms?3?3n(Fe)M(Fe3O4)ms
?43.50mL1?3?231.555.85?11.17?10g?mL?11.5380g?0.4365
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ÒòΪK?a =1.74?10?5 ca = 0.2 mol?L?1 caK?a > 20K?w ca/K?a>500 ¹ÊÓÉ 1?2? =1?? µÃ V =[300?4/1]mL =1200mL ´ËʱÈÔÓÐ caK?a>20K?w ca/K?a>500 ¡£
K?b(NH3¡¤H2O)=1.8?10-5 ÓÉÓÚcKa?>20Kw c/ Ka?>500
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4-3£®What is the pH of a 0.025mol.L?1 solution of ammonium acetate at 25¡æ? pK?a of acetic acid at 25¡æ is 4.74, pK?a of the ammonium ion at 25¡æ is 9.25, pK?w is 14.00¡£
½â£º ÒÑÖª25¡æÊ±ÒÒËáµÄpK?a = 4.74 £¬ NH4+µÄpK?a = 9.25
ÇóÒÒËáï§ÈÜÒº(0.025 mol.L-1)µÄpHÖµ?
NH4AcΪÈõËáÈõ¼îÑΣ¬NH4+ΪK?a¡¯ £¬ HAcΪK?a (½âÀë³£Êý)ÔòcK?a¡¯ ¡Ý20Kw £¬c(H+)=
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KaKa?'10?4.74?10?9.25?10?6.995
pH= - logc£¨H£© =6.995 ¡Ö 7.00
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(1) K?a(HCN) = 6.2¡Á10?10 (2) K?a(HCOOH) =1.8¡Á10?4 (3) K?a(C6H5COOH±½¼×Ëá)=6.2¡Á10?5
?10
(4) K?a(H6O5OH±½·Ó)=1.1¡Á10 (5) K?a(HAsO2)=6.0¡Á10?10
(6) K?a1(H2C2O4)=5.9¡Á10?2 £¬ K?a2=6.4¡Á10?5 ½â£º (1)HCN (2)HCOOH (3)C6H5COOH (4)C6H5OH (5)HAsO2
Ka= 6.2?10 K b=Kw/6.2?10=1.6?10 Ka= 1.8?10?4 Kb=Kw /1.8?10?4 =5.6?10?11 Ka= 6.2?10?5 Kb=Kw /6.2?10?5 =1.61¡Á10?10 Ka=1.1?10
?10?10
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K b=Kw /1.1?10
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=9.1?10
?5
Ka=6.0?10?10 K b=Kw /6.0?10?10 =1.7?10?5
(6)H2C2O4 Ka1=5.9?10?2 K b2=Kw /5.9?10?2 =1.7?10?13
Ka2=6.4?10?5 Kb1=Kw /6.4?10?5 =1.5 ¡Á10?10
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