¡Á10-13£¬ Kb(NH3¡¤H2O) =1.78¡Á10-5£©
18. 500 mL 0.20 mol¡¤L-1µÄNa2SO4ÈÜÒºÓëͬŨ¶ÈͬÌå»ýµÄBaCl2ÈÜÒº»ìºÏ£¬¼ÆËã»ìºÏºóµÄÈÜÒº (1) Àë×ÓÇ¿¶È£»(2) Éø͸Ũ¶È¡£[ÒÑÖªKsp( BaSO4)£½1.08¡Á10
£10
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19. °Ñ0.01 mol¡¤L-1µÄMgCl2£¬¼ÓÈë1L pH£½5µÄËáÐÔÈÜÒºÖУ¬»áÓгÁµí³öÏÖÂð£¿ÒÑÖªKsp[Mg(OH)2]£½5.6¡Á10
£12
20. Ksp for SrSO4 is 7.6¡Á10-7. (1) Calculate the solubility of SrSO4 in H2O. (2) What would be the solubility of SrSO4 in a solution which is 0.1000 mol¡¤L-1 with respect to sulfate ion? (3) By what factor is the solubility decreased from part (1) to part (2)?
21. The fluoride ions in drinking water the convert hydroxyapatite,Ca3(PO4)3OH, of teeth into fluorapatite, Ca3(PO4)3F. The Ksp of the two compounds are 1.0¡Á10-36 and 1.0¡Á10-60,respectively.
What are the molar solubilities of each substance? The solubility equilibria to consider are: Ca5(PO4)3OH(s) Ca5(PO4)3F(s)
5Ca2+(aq) + 3PO43-(aq) + OH-(aq) 5Ca2+(aq) + 3PO43-(aq) + F-(aq)
22. (1) A solution is 0.15 mol¡¤L-1 in Pb2+ and 0.20 mol¡¤L-1 in Ag+. If solid Na2SO4 is very slowly added to this solution, which will precipitate first, PbSO4 or Ag2SO4?
(2) The addition of Na2SO4 is continued until the second cation just starts to precipitate as the sulfate. What is the concentration of the first cation at this point? Ksp for PbSO4 = 1.3¡Á10-8, Ag2SO4 =1.2¡Á10-5.
23. To improve the quality of X-ray photos in the diagnosis of intestinal disorders, the patient drinks an aqueous suspension of BaSO4. However, since Ba2+ is toxic, its concentration is lowered by the addition of dilute Na2SO4. What is the solubility of BaSO4 in (1) pure water, (2) 0.10 mol¡¤L-1 Na2SO4.(Ksp of BaSO4 = 1.1¡Á10-10.)
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A. K2SO4 B. CaCl2 C. AlCl3 D. Na3PO4
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5. £¨1£©ÓÉFeCl3Ë®½âÖƱ¸µÄFe£¨OH£©3Èܽº£»£¨2£©ÏòH3AsO3Ï¡ÈÜÒºÖÐͨÈëH2SÆøÌåÖƱ¸µÄAs2S3Èܽº¡£Ð´³ö½ºÍŵĽṹʽ¡£Èô½«Á½ÈܽºµÈÌå»ý»ìºÏ½«²úÉúʲôÏÖÏó£¿
6. ÒÑÖªÓÃH2O2»¹ÔHAuCl4ÈÜÒºÖƱ¸½ðÈܽºµÄ·´Ó¦Îª
2HAuCl4 + 3H2O2 ¡ú 2Au + 8HCl + 3O2
²¢ÔÚϵͳÖмÓÈëÊÊÁ¿NaOH²úÉúÎȶ¨¼Á³É·ÖAuO2
HAuCl4 + 5OH¡ú 4Cl+ 3H2O + AuO2
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A. ½ººË±íÃæÓë¾ùÔÈÒºÏà B. ½ºÁ£±íÃæÓë¾ùÔÈÒºÏà C. Îü¸½Àë×ÓÓë·´Àë×Ó D. À©É¢²ãÓëÕû¸öÈܼÁ
8. ÔõÑù½âÊ͸߷Ö×ÓÎïÖʶÔÈܽºµÄ±£»¤×÷Óã¿
9. ÔÚ¼¦µ°ÇåÈÜÒºÖмÓÈë95%ÒÒ´¼£¬ÈÜÒº±ä»ì×ǵÄÖ÷ÒªÔÒòÊÇʲô£¿ A. ÒÒ´¼È¥µ°°×ÖʵçºÉ B. ÒÒ´¼È¥µ°°×ÖÊË®»¯Ä¤ C. ÒÒ´¼¼ÈÄÜȥˮ»¯Ä¤ÓÖÄÜÈ¥µçºÉ D. µ°°×ÖÊʹÒÒ´¼Äý¹Ì 10. ʲô½ÐÄý½º£¿Äý½ºµÄ½á¹¹ºÍÐÔÖÊÓÐÄÄЩ£¿
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12. ʲôÊDZíÃæ»îÐÔ¼Á£¿ÊÔ´ÓÆä½á¹¹Ìصã˵Ã÷ËüÄܽµµÍÈܼÁ±íÃæÕÅÁ¦µÄÔÒò¡£ 13. ʲôÊÇÈ黯¼Á£¿È黯¼ÁµÄÈ黯×÷ÓÃÔÀíÊÇʲô£¿
14. ÓÐÒ»½ðÈܽº£¬ÏȼÓÃ÷½ºÈÜÒºÔÙ¼ÓNaClÈÜÒº£¬ÓëÏȼÓNaClÈÜÒºÔÙ¼ÓÃ÷½ºÈÜÒºÏà±È£¬ÏÖÏóÓкβ»Í¬£¿
15. A colloidal dispersion gives the Tyndall effect but a solution doesn¡¯t. Explain. 16. What is an emulsion? Give some examples in medical use.
17. 20 mL 0.2 mol¡¤L-1AgNO3 solution mixed with 35 mL 0.15 mol¡¤L-1NaCl solution,the structure of gained colloid can be expressed by , this colloid can move to electrode in the electric field. When we want to coagulate this colloid with Na3PO4 ¡¢Al(NO)3 and CaSO4, the series of ability of these electrolytes is ¡£
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20¡¢ÒÑÖª·´Ó¦ 2NaHCO3(s) £½ Na2CO3(s) + H2O(g) + CO2(g)
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22¡¢ÒÑÖªÏÂÁи÷ÎïÖʵıê×¼Éú³É¼ª²¼Ë¹ÄÜ¡÷f Gm? (kJ¡¤mol-1) ·Ö±ðΪ£º CH3COOH(l) C2H5OH(l) -175.1 CH3COOC2H5(l) -341.1 H2O(l) -236.6 ¡÷f Gm? /kJ¡¤mol-1 -395.8 Çó³ö298.15KʱÏÂÁз´Ó¦ CH3COOH(l) + C2H5OH(l)
CH3COOC2H5(l) + H2O(l) µÄƽºâ³£ÊýK?¡£23¡¢
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24¡¢ ijµ°°×ÖÊÓÉÌìÈ»ÕÛµþ̬±äµ½ÕÅ¿ª×´Ì¬µÄ±äÐÔ¹ý³ÌµÄìʱä?HºÍìرä?S·Ö±ðΪ251.04 kJ¡¤mol-1ºÍ753 J¡¤K-1¡¤mol-1£¬¼ÆËã
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25¡¢ Photosynthesis is a complicated process to change CO2 (g) and H2O(l) into glucose, total reaction as:
6CO 2 (g) + 6H2O(l) = C6H12O6 (s) + 6 O2
Calculate the reaction at 298.15 K¡¢100 kPa¡¯s ¡÷r Gm?, and judge the reaction whether it
is spontaneous.
26¡¢Combine the following thermochemical equations:
N2O4 (g) = 2NO2 (g)¡¡¢Ù ¦¤rHm,1? = 57.20 kJ¡¤mol-1 2 NO(g) + O2 (g) = 2NO2 (g)¡¡¢Ú ¦¤rHm,2? = -114.14 kJ¡¤mol-1
to find the heat of reaction for 2 NO(g) + O2 (g) = N2O4 (g) ¡¡.¢Û
27¡¢Find the heat of reaction for CH4 (g) + 4F2 (g) = CF4 (g) + 4HF (g)
using the following heat-of-formation data: ¦¤fHm?( CF4) = -925 kJ¡¤ mol-1, ¦¤fHm?( HF) = -271.1 kJ¡¤ mol-1, ¦¤fHm?( CH4) = -74.81 kJ¡¤ mol-1, ¦¤fHm?( F2) = 0 kJ¡¤ mol-1.
28¡¢At 298.15K, each substance of ¦¤fHm? and Sm? of the reaction separately is:
HbO2(aq)µÄ±ê׼ƽºâ³£Êý