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ln03272011 - Identifying buffers(after neutralization...

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Unformatted text preview: . Identifying buffers (after neutralization) W‘Ldl: W“ ZMM C) ; 6““‘6 VLOW +‘AJC9 SGZM'I'JKS. 0% Md M2319, T/Lxet/I M6 ink/om 49W WK mg; U. CMMaJ++O Wr-Qoa WCL gnu-rave C hem La(c?€\) W455? liar/jam»: 4/44 m WMLWLM. :er HA Hi?“ N '8 [email protected]/+*/ W6 A ,. evfl/w‘ V5: Y9\v‘~¥«mg T‘!‘ V3 gag/U M4 {MW} RH)“ «DJ CD *A/«M 4» 2/th- 2. A} / ”" .‘ +£ L éwtjég P0 L Lb? $27; M Q3132? gig WQ$Z¢5\//‘v9 HA3)? ,JE MW“ jfil\ End/WA (pow? ( Am) g/er NB N 5 E) H ’7’ (OMS/Q" % ml”? W :‘LMMaflfli m law/IA" 2. Ranking acidity and basicity based on equiiibrium constants (NJ M hwch 3. Buffer neutralization calcuiation ((2 M W 7‘? 14 m “VA“: m \C-\) 4. Identifying features of a titration curve ii i i/I M W ‘ i l WQ-QCR CNon m 5‘n 5h~§ ’jFrT—cjflmx Sam M [0+QW‘5CIS‘ (\o maLyiwwl V12 ALL» 5. Titration calcuiation Q’m’ifl‘ L “4: M “$2: 6" Z) %/N fa ST M ‘ \ Mala: gwe x7,“ maL-5W m (mm—11(2)) Lehwt‘md m \/1 g 0 may!“ \7 m vavx 6 Titration caiculation [ANA MAWLX $9M 6mC€ k/IN w )( +k~jé a of; m 3: 0 Ir? M; H ii- H A; Li] ”F: H’ A FY K C) 7'7 2’9 I f .— ng OH ;HA MGM Q/WQ H OH 64:21:»; («x/AA NS Off/r wefi‘“ A c C M 90’ c C’ y [yam m éfiffi [1 WW m A 49“) & ¥Q§i )AM Q C C\ MC€ 7. Estimating solubility from Ksp £597 ‘7 I Elfin-m) ML“ EjM WP (gaiyxc ‘7‘!— mm E71 . “J (1.374 {R {Cr-oi“? m % H032 AB) A283. TL“; 7;: 6/1/77, ijL (cflcf’ (MJ $371.- BCalcuiating molar solubility from Ksp «eff/7 (1 (CM g 7 VI M ”MW-""1: V5” 4“”, 7m A K9? fiAJ \/]m WW W M a C :l Y2: {(3)0 g” Ag {J M'“) #23:“ k3!” g“ Ag”; yak :‘A'Q J] ‘5: §27X¥3 (Cg‘p‘gm’ fig} W COLLAR" g m [A34] “'3‘ Sazvx'h‘m {Luv-mack SRM $¢+VLV®+~M (I A‘q .2; “2,0 3‘ KS llfilcflrw? Awash)“ l<sp=fxrcrw CH" O“ M A’ifiC' +0 1141‘” 5"}wa 50)“. 7-1 ‘ six-kw 24- c! 7 les belcm-e “Eff Sa/«L/g 2., afl>fl "14ch /W% “\\ M I NC) to fie SW! . “)4 “3- NE ~ 1;; s W ' CW“ 1:. 4 mm MW?) ' ~17. 4 LA§+1CMTAC97310 'ENA‘S d ’0'“!!th m A6}- CCW+3EMW633 [any ‘F'J Cd Vq‘ fats}, u C Mg] [Mrfi]: 10" JR Ni ' 3M m on «cw-v. .. a" w . ,. a} Aliégw’ifith $58me QC gixi M \V’Q V136 (\é/sp-Mk ACM‘ ‘ C /;§< M’ , We“ I I. HPPEUAIHIGLIUIID Ul GUIU UGBU chdLIUIID «r M w +13 W swam w 0&ng W awn/v14 axe/Wax! g ( (swag/Q”) ) 4/) AK‘Q‘gom-Sfigre \‘4 com/J Lg TaC/ZOLQM L21 wk 41mm; J 7» ' . CD Writ (My: W m wnémwmg (.23 area-it a 3”" 095V”+'M 3. it D M£nmm$ “Gm K Valmt M MW/C/Awgf énjancf, ® 54C}; Silofl'ilyjl Mi Solve G9 Era—MHCS WW"? 4?me [Wk] 3C A3 4%qu ’4 .. A + - ge JCH‘A' " w #9:“)71” L4M“AJE£ +08%? Mm-SWM 13. Setting up complex equiiibrium problems WWLQ C(WA (M W WWLHWAS' 14. Equilibrium expressions for a polyprotic acid N.“ $¢w€ .10“ M4 m "Ea/Kw: 5 b Polyprofic acid calculations {estimates using aipha diagrams) .... .. I £7<" (jg/rflsw'ms Mklfie T‘l— Pm'w 4D HSUI REL-j org/Cu Tm. SuLthTm‘dTéxzza 6'5 {SWT-«flq WM 57 pa[7’ara}~r¢mfi£~ 7 CM 4"?»— TA av- :Lr :WS fH— car/e: '2- WWLe cCo‘fs “Ame Nix-apt: 3. swa-ap :3 7)” ) 17. Equilibria Caicuiationsz dilute solutions Equilibrium Calculations: sulfuric acid case ‘ 2,504 ‘3 a. SIOCC—IJ W J t glam/{1‘ I. 31+ Co: Spams - Son! “16sz 4..ch “I! 9}): K4, 0? (:50 «1:9 ()4 0%. M“ , w L M [Equilibrium Calcuiations: weak polyprotic acids (amphipl‘otic case] Q 549-: ‘7 There ”Na +-Ja £34m 51 3’04”] Pia-FTC, «1546: 13794017: (,HJQ Huar 5%.. HA" ELL A; Tmflm £14,165 wt 23' Mr“ 3* #A“‘£4"3 Yam am Maul-‘6 $mo£€+j sAanf Wm pm.$/~e CaflCuflhjtfh cm 47*“: ,eAcJa Tm wok}? péa+rrxo He fMaWcllvfi CM D .fuavch, ”an H), 4-; at??? é.» all; @ gpfiic Lag E24,»? «13:? ICA‘ but"), K43” k5, {3pm K4; SIG 7+ ayafi kuuvd m EMU! Q‘F ga/V‘Chm) 7MC§M C/ML amfl' A PH 1/ x + AMPAija‘f‘Tc, :70 dam-av], H+$Lk5‘t"b H%“P‘t43\ H" kl A: of; 20 Equilibrium Calculations: weak polyprotic acids gan-amphipmtic case NOV“:- ‘t’kk’l‘ T'§ “VAL K5 «we SFPW '0‘)me } 'FG(~7)'>fo+?c (kc/Tat CJLM'W Mew STmpfe AVE CJfifiJEw-w TM+ ’71:? mmoP¥3+rC Cwo go ("if Flick“: Mcéq 0‘“ V - m 5.9... A we .1ch [++;%Qz NaHCOg JPFSD‘? ...
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