5 Pages

lec13

Course: MATH 214, Spring 2011
School: George Mason
Rating:
 
 
 
 
 

Word Count: 531

Document Preview

a It Ma-r% Le 2/+ . r*r*e 3 ad" +'00'* ,? = o :) I@==---F t) h, *h) u,u? , /,".^*2e4ae1d 14 ,t =r?, %:':: ' / rea[ 4fi'eh'nct - n -tac* I = sr't acz""t J) ' ! f /) ,-';, = Fa real r7n.t/ C:'1 n ='tr, ert + co.i"r, ur,": r if ca'*/i4 2 Cte'r nft + C''e?'s'e7t l4ett*a'qfl*'V^y.*'%' t'an/+, S&.,A'an hati, tctu6'an haine 'zrrJ u; ^...

Register Now

Unformatted Document Excerpt

Coursehero >> Virginia >> George Mason >> MATH 214

Course Hero has millions of student submitted documents similar to the one
below including study guides, practice problems, reference materials, practice exams, textbook help and tutor support.

Course Hero has millions of student submitted documents similar to the one below including study guides, practice problems, reference materials, practice exams, textbook help and tutor support.
a It Ma-r% Le 2/+ . r*r*e 3 ad" +'00'* ,? = o :) I@==---F t) h, *h) u,u? , /,".^*2e4ae1d 14 ,t =r?, %:':: ' / rea[ 4fi'eh'nct - n -tac* I = sr't acz""t J) ' ! f /) ,-';, = Fa real r7n.t/ C:'1 n ='tr, ert + co.i"r, ur,": r if ca'*/i4 2 Cte'r nft + C''e?'s'e7t l4ett*a'qfl*'V^y.*'%' t'an/+, S&.,A'an hati, tctu6'an haine 'zrrJ u; ^ h11) 6rtta;4afri : 6ne S&'tAoqu.y,r*)-ffi f L at'/ \ P*r.non{; A st,u,,. A/,.2" v&) 7, &) fz&1 = Prq hh fL gn rb X* u(t) &L te 7/.-^".r,, l',*ptt)g,*?t+)p=o =Q"dPrfr 6*f'*t" ll/ na*t /.i a-, / fl^* utL Hrt- krt w(t,,?)(+) =l (: la, rt1 W(fr,,/")(+) , 4"Wlz W t'/ t'-(tAt+6/ =O ) *>O , /, =t' Firr-r 'h fecaal L'h, ;A.&f , 9&t*Jbn /- a , ll uura r' Ah( g //,'.t',,,, PH=-l ^ 44at =Cq n/,1 ,f'=';?w,o*= Le +.c'( t'F-2tfz + Ilb !;l= lfr Il= Agetb=Ctq '*/, f u" + *h-ta,/ 4r+r, X; = ffoff#"= fth! f p(t = - , = ) 7 (t-'/")' = c l-i?" *,t-b e(/rn^l2 = C4+Ct --;t;: (it, t, : t'{; L""ft " t2 * "::,, c, :o - *'ea 4 ; P/,q 'v,..\ re) = ?f u t, @ c?..lrrz ' n gtrr 4 2t y' +2f --?ry: +6gz = Q g' * D - 4 t (*',* 4) -t- 6t,tz =O tav"rM)r' + 3o :o a tatz=o t2- 8 t2+ 6t t)r=o e =tt a cluqe 4 ,udKzz It' Q ='tr" 4 =D lt'--O *>o t?at + q T'=c =C a 1f=et+C, t_ &, = ?ilt) 't2 = Gt*rrf*,; ct3 + otz C=/, Cr =o Qc,z, l^f'+2t/t-2/=o /t2o' /'=t :- IlH't !c: t't +1/ "U! t/, b = [:,, oe 7/t/ 0r4-/ b + zr' 4' 7r' t L'zt" +Qt"Y'=Q ' Aztyt + L3a'+?tau-Q * tr, t" -_o f4* e f =eu G'n)'= dla =( Na = ( '/^ |t-3*c,)L. -?)rr/es? ,ft".",.' C=o Q= -3 =t' -L(t+i7'*fu4 =Q 1>o Dua ,r\'' F;n4 rtLt 't 77rp?4t/'(t /z /+) . d"3, f ll/il,, ll = C r-fPlt)ott = c"(*= {) ll /{:lI -- v- -/z lt r, LaJ ct+2ht Ct "et c v 4 t/.i */a 3 ctLet /: Gp : cte( //t) -f =Q Otlat -ht T,-r ' = =2 7te)= :) (t-'xr)' - c"'{t)' = /-/ /" + 'trt = Cet Cl .+ ,1" = Ctet + c, t U n'& Cr=o C=/ p/eV'* 7relf =7/t) #o ,,!" - solcd'at4 h A" * Pft)At + 7&/6 = 6&) tt*,,!,*.!z,r&tca l" + ptc)&' " ?H/ = Q, Fa.t 1, If ,{F C/,ft) + 6/"ril -Vut,.eobtaJ'aa. 'tv lwn p. FaAt: J, tuT C a +GV,rtr#*, r., /nonA.*,. tt) = ?tf ,ft)'*!tutt'*7!4/7--o Tl-, 'rb Ana"lra-c. qn , a- le* - s/. Por.ri'utln* h(- [l?.an, honhon, fu^*, J,-'Y, uhtet Aa^'ry' + A,-!t a e,A,fe) tCzX"f+) Cnn,, ,!t-,Yf(4 + pnf','cu(na + Jft)= Cr!,(t) + G.y.k1 +$ft) ftt w/,o/. tbtb tt' 4' 4; J4", .la( ,4 hb4/fus, rq,
Find millions of documents on Course Hero - Study Guides, Lecture Notes, Reference Materials, Practice Exams and more. Course Hero has millions of course specific materials providing students with the best way to expand their education.

Below is a small sample set of documents:

George Mason - MATH - 214
Ltrn 2t(ffi,+plt\, * ?ut= Vft) +o0"nan/uot+, /t) =/ A*, l,an /t) + cfw_ut/*,txlu -J/'-zV = g7 ",- 4v'-3a = o-rt-1,-i-QPort'crrlat s&z-rlbe' /v aaarlaa, 1ia,- ho4luta.* Aont,a@Ur/4 = -/n oAlrn-r,-(t) = C,3=4t/' -3Vh h4. ,!e = hrttt
George Mason - MATH - 214
t-kcfu+eIrlfrd la-ffir.od'"B/'* V =Aft).Lt/atet*;@|r't= Cr e + C, e4t/Aor,t h * tzrea( tubats;nvf= C/(*vt +(>e4, ab*,, t=itt/r Uu<y'e+3)Cu,-, = c,eht + Gterr=4- - rea.l tTeddtr tH = f,/*) +/1"&l :) 4&) = ,!p'Gt + 42,?)If fft),r'qP'fu"
George Mason - MATH - 214
lvloru ttttI.bct*elbftled all;car+ f[ecrt*,'caQ l/r't-ot\ou.alnu, I futq Ku>F;V - rvlcsc Vlur:I trrd =4oLutH=c(o/Free taadat rae/ Ui&-a*aa:Cwr.f=o=o(Inu" +Ku = oFLUh)= eo, ut/o)=4o 'u(t) = C, c* tFt +Eq* raau,t fnn,ktl'r' + K= okr
George Mason - MATH - 214
tti /,VIrbra:h'4:larf a.cfw_?Ie*rn t+lhu" +hl+ kLL:F(qC/'CL(f+o dattpe-lt=o-,lvfrez ,F*o 4*a,*o4sa.l+)-'-=rcLGrrfil'ont f* g*n ,t(Ar'4 t-'(u%aA'o't d/4,to T^t;V)r)I ,Ft =ta;ne' A (eel)ny-'<e unih fftL-l /tuOl rLlLejt;c rt*'-t.r " lt
George Mason - MATH - 214
ftloll.ek,DelLuX"-e, lE .acfw_TqHT = ,-ttf(t)at,\fd*rt,a.3.f"/ f,/ t+',? h/"* fu*+pn(* /rp),b?/"* rror&n 4 /-e rrLffif g4.,'t;/*,>ta)/orrroo@S/*-'>/f".'oen*,v-v. 16) = ttAJ v/,t*c Vftt a^+-n/#t leLr*la.7V/4 ,tna,AJ cfw_oa*"o rl
George Mason - MATH - 214
lvtotl 2/qeertl,r-*cfw_ t.t_.f,(q *J:*'-*fu"r+att4,_(t<cuc ft) =cfw_-.-llr43\/Iu'(t) =cfw_?, t<3cfw_ 7229 4lil - Qsft) =Ql= oua7: *>cc>.o&')n,ba9 &4Qt= /S(o, F3,t<3#f<cfw_l-o, 3 s b<5hzcfw_l-t t>sus*th /t) + 2 us /*) -
George Mason - MATH - 214
zt't ,Lect*e eaI'lAG'ronfk) ,ilt;lo,nY',Fe.Vetu,t4-rt,taho4sfrp loh;\riu'&'Ps aa* a*=cfw_0, tl<t 2'| 2t ) |t<*i' c *=3-! , t2-L.\ J'24 fft) =( o ) +(at-|uirn -+- (r-t)urft)Ln-Br. -rt+1 =f l,olt< +4-t-I o?'tt,qll;nt-,-< +<6
George Mason - MATH - 621
MATH 621, Algebra IAssignment sheet 1Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)Homework to be handed in:(1): Let f : A B and g : B C be functions. Prove the followingimplications:f and g injective g f injec
George Mason - MATH - 621
MATH 621, Algebra IAssignment sheet 2Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)Homework to be handed in:(1): Let G be a group and S G a subset. Show thatC (S ) = cfw_g G : gs = sg for every s S is a subgroup
George Mason - MATH - 621
MATH 621, Algebra IAssignment sheet 3Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)Homework to be handed in:(1):Show that a subgroup of index two of a group is a normal subgroup.(2):Show that the automorphisms
George Mason - MATH - 621
MATH 621, Algebra IAssignment sheet 4Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)Homework to be handed in:(1):A group G is called solvable if there is a normal chain, or sequenceG = G0G1Gn = cfw_e,with each
George Mason - MATH - 621
MATH 621, Algebra IAssignment sheet 5Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)Homework to be handed in:(1):Show that a group G on four elements, |G| = 4 is abelian. Let N4 be thesubset of the symmetric grou
George Mason - MATH - 621
MATH 621, Algebra IAssignment sheet 6Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)Homework to be handed in:(1):Let G be an abelian group with |G| = pn for some n N where p is a primenumber. Show that G has a co
George Mason - MATH - 621
MATH 621, Algebra IAssignment sheet 7Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)Homework to be handed in:(1):Let G be a group with |G| = pn m where p is a prime, gcd(p, m) = 1 andp > m 1. Show that G has a un
George Mason - MATH - 621
MATH 621, Algebra IAssignment sheet 8Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)Homework to be handed in:(1):Let G and H be nite groups of relatively prime orders. Show thatAut(G H ) Aut(G) Aut(H ).=Here Au
George Mason - MATH - 621
MATH 621, Algebra IAssignment sheet 9Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)Homework to be handed in:(1):Let R = cfw_m + n 2 : m, n Z show that R is a subring of R. Showfurther that R (Z2 , +, ) where Z2
George Mason - MATH - 621
MATH 621, Algebra IAssignment sheet 10Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)Homework to be handed in:(1):Let R be an integral domain. If a R is a unit and b R, show there isa unique automorphism of R[X ]
George Mason - MATH - 621
MATH 621, Algebra IAssignment sheet 11Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)Homework to be handed in:(1):For a ring R, the least n N such that n = 1 + + 1 (n times) = 0 iscalled the characteristic of R a
George Mason - MATH - 621
MATH 621 Algebra I Lecture NotesGeir AgnarssonApril 19, 201211.1GroupsSome preliminariesThese lecture notes will follow the class text [1] fairly closely. They are, inpart, based on lectures of the graduate algebra class MATH 250A given bythe lat
George Mason - MATH - 621
/F\/"(,-ttf t'f-PG'-cr$qt\eG;[o,r etcoaret]\Mfrhrrq cfw_tt) i t-r'e G. , @tch Etracha,r Cnra be vieuved aswhere g;eGe fuv eotth t[Cec)ier , GsG. rdz"|'$ ol G."or,r ' i-+u yU-" ( ff bouq, A:Gtu,^p opentl'oq:i)iercfw_(qJ,*r' (t)rqr._(
George Mason - MATH - 621
MATH 621, Algebra ISelected solutions for HW assignment 1Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)(1):Let f : A B and g : B C be functions.(i) Assume that both f and g are injective, we show that g f is also
George Mason - MATH - 621
MATH 621, Algebra ISelected solutions for HW assignment 2Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)(1): Let G be a group and S G a subset. Clearly C (S ) G, so to showthat C (S ) = cfw_g G : gs = sg for every
George Mason - MATH - 621
MATH 621, Algebra ISelected solutions for HW assignment 3Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)(1): Assume that G is a group with a subgroup H of index two in G, so[G : H ] = 2. Let g G. If g H then clearl
George Mason - MATH - 621
MATH 621, Algebra ISelected solutions for HW assignment 4Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)(1):Assume G is a solvable group, so G has a normal chainG = G0G1Gn = cfw_e,(1)where the quotient Gi /Gi1
George Mason - MATH - 621
MATH 621, Algebra ISelected solutions for HW assignment 5Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)(1):Let G be a group on four elements. For each element a G the cyclicsubgroup a is a subgroup of G, and henc
George Mason - MATH - 621
MATH 621, Algebra ISelected solutions for HW assignment 6Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)(1):Let G be an abelian group with |G| = pn for some n N where p is a primenumber. If n = 1 there is nothing
George Mason - MATH - 621
MATH 621, Algebra ISelected solutions for HW assignment 7Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)(1):Let G be a group with |G| = pn m where p is a prime, gcd(p, m) = 1 andp > m 1. If G has N p-Sylow subgrou
George Mason - MATH - 621
MATH 621, Algebra ISelected solutions for HW assignment 8Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)(1):Let G and H be nite groups of relatively prime orders. We want to showthat Aut(G H ) Aut(G) Aut(H ), wher
George Mason - MATH - 621
MATH 621, Algebra ISelected solutions for HW assignment 9Spring 2012 - George Mason University.Professor: Geir Agnarsson (geir@math.gmu.edu)(1):Using our more recent notation from class we haveR = cfw_m + n 2 : m, n Z = Z[ 2],all polynomial express
George Mason - MATH - 108
)qNA0r-S",L4.-+-rj q (oll eth'one \gu'lpF-obJ-4tt'tacfw_rA:f1,3,s,1,?1Hgq A t> lh s-i o$ o Jcfw_ I^nuru/w\Arnabtn frorvsO ,1" 404,3, .1-V\!. lnuu,tbfhq e\ Q,n r e.ul'r o llntT\orF 3\Its eucfw_-q\^ebscfw_ V,1,qc^rQ-Srr\ Aslpu,tartt
George Mason - MATH - 108
lr^.12.,tc'(l/r2 /tvg\tIItt.l+-- A Iqqlergg -k,t \t^4!:t$ytsrprt) o[ [cor4>niY-?u"lcfw_r,uo\\l\e,Rse* erpill cfw_'r cur'tu"rL1P- TW Vorizou['L'\- flnq vurlcfw_Lct,\cupl r ic9pcfw_ l\fJso*lVtr*VAol-\^cfw_+l^cfw_y-D\xt14-AY5
George Mason - MATH - 108
3lchnncFs fr*ed qrr'int\A lax,itrfrun[.0- ou d cfw_htra q ct f x,u'r 'ka- 'n urhr,rni\qs1' IF ccfw_ Lo vrait't; d'vrr^e- tosls[-,e6al l-|'ftp* u^uth ,'ttrrrilqs^t':o"3x+L[Wl$q'et cfw_'Yi"q 3k\f")Iowrtb-7 ? -1l+vrb :4'l 5 '[tx)12 vat
George Mason - MATH - 108
&cfw_"^)Cavr hr,'Lrcu5$tr) t\ .-noLTl,t,tlt^1"wR-\-0h h 14t44tytrcfw_-@(ohhruue-uJI"c tMak!- PTtUSQ- tpiui-:\,lln\l,r e u,\ah'ralThfcfw_^t^clrorrr &r,roh'onFor c\4<:L ls bu;eJb;ttttw\utrf Poiwfoh fhq icfw_r " /Cen cfw_.n"'orrr t,rul
George Mason - MATH - 108
s^lDe[)'Vr4hresDenvrhvesc4re J,rtetFlS re,\,abd Io li'a 'ls :@ Fn) : ,f.,L3=Tfie lrurt ilar'o"tfitlq\ ot'ud (Yl tYt^f )herr slo 0LC3d^f-qM:tA/t(3+h\ - 3rrz6t-h) -'1V\nqtnh-o\trnah-loI\iaahrot\y1of 1 3tuulcfw_-14q-"slopq't] +
George Mason - MATH - 108
:ll,$tx) r! U,[hfeth^uk_ ,\?)^uM fntre wunl w x ri o$tua dlvtoLedffbrr Atr v'tslectcfw_ '$ hU( f" q"utUaZrrs |r 't vA qrL c\tttvtt'41cl bll,.- - )^Klrrnn $(Ttn- [dhI'o oSir';qlha,t fun Sf,rrtottl h[t*rln)[-\x\hof\Wgl4rl\ a-x, cfw_'tx)
George Mason - MATH - 108
7lff$g')r! il/'mersuh^bt( ,WtLvUM frntf ew unlAtrh([^(-W X ri o ['luasleotcfw_arwt|nZrlqcl bl,-)eit';qlha,t fun'$1;rhrt VA qrQ- chauattrt$(x+h)- F"))rrnnhhnoSr,rantldlrnptedhwQ-t\x)\artr e-x, cfw_'tx)hocfw_- fixrh) *. [r"t
George Mason - MATH - 108
Mg('r.Iqnu\rtcthonstof &ttvcth4SIf-TucyrDrsiurt 6< dltf.@Gi^3 hr^thU"sllt\ttt llt\ l-ttIIIt\l"-tJt,)'-.'-J-rttrlllrll!(Af\.ttA k*chPt [t*t \-5r-lt?trefts]'t41-if* rntervu"\ Lc^) bl i Ir\rLT, =) [t*, ) L' Llx;Qw[or o\P
George Mason - MATH - 108
t.,'qI\vrA Xex-:frr w^\tra,tfri-2s,XubLrcr (oWe. hvrve'eve4'tV I,\^>'.r oddIfiry4F\iran4K-riF fr:offncr >0it >oCDa/-N)r It h-oo\_o rf n <4Ut^@r"fCox-),oaLt)c^ wq h*t^q-'n^(-&-J.1t\,/'n-l.:..l\w1.\-lrn\Q't:(f
George Mason - MATH - 108
tlqlr4l TI* [" rho,-,texP(ry)ts tgL[ed |u-erqp: fP- atWvv t+A F/d['ip.q[o*!t btl"t $,v,6*\OWu\ cfw_4!.4- )otT)4[eKt-, Pn3re\^sry\)'^vefftv,rll1i1uvtwfuA(b=ee(o,t)e_JtL,iLilsucfw_rx*Yt,Afu'scfw_t2\Jrr,u\-lh,4: (ba t t
George Mason - MATH - 108
l'5 ?I a,.\\KX\7*t \,uil -l- - d- .lI Ir,rlo" & lr,rX:I rl-^lll_^Irt W\/=-It)I\IIII0)oItna,rE'(o)I!SoI.lv^p'1 =- lvtlo '7O.l'lT tA I trIt, It\lrd lnj"U lr,r Lollxc4^:4,( lnt\lKA: K+[^*\[tr^):cfw_^(lut't"')nx
George Mason - MATH - 108
2Z L ( Sc,+e.\?xo* SX- k114T'-lLe'\-- ^?rc?*'*t\tr"t l" J'\'- 'fo It Srov3 or- venhSNokcfw_,rSou"q cot4llo^f cfw_eoLsltr(x) +q-\,th^rt^r\MIcfw_- u\ u\otl vrucfw_- cfw_o to)& [rnl+L\ :udJHe,enhiuk:I15,t\n\6 1-o fu-L \n*' &x
George Mason - MATH - 108
MATH 108, Introductory Calculus with BusinessApplicationsReview sheet for rst midterm(1) For the quadratic function f (x) = x2 + 6x 4 nd x and y intercepts.Sketch the graph. Find the vertex and the extreme value. Does it have amaximum or a minimum va
George Mason - MATH - 108
MATH 108, Introductory Calculus with BusinessApplicationsReview sheet for second midterm(1) Show that f (x) = |x 3| + 5 is not dierentiable at x = 3. Is fdierentiable everywhere else? Explain.(2) Is f (x) = x2/3 dierentiable at x = 0?(3) Use the pro
George Mason - MATH - 108
Department of Mathematical SciencesGeorge Mason UniversityMath 108, Introductory Calculus with Business ApplicationsFirst midterm exam, \,cfw_arch5, 2012,Rob. Hall- 8104This midterm consists of 5 problems, each is worth 207o, This is a closedbook
George Mason - MATH - 108
EdtFHTDepartment of Mathematical SciencesGeorge Mason UniversityMath 108, Introductory Calculus with Business ApplicationsSecond midterm exam,April 9th,2012, Rob. Hall, 8104This midterm consists of 5 problems, each is worth 20%, This is a closedbo
George Mason - MATH - 108
Sotr,rh'pil\Ul.fitntIL4-)u\= fol*tfl|_,|, Kvr^M(Dfttuf)b\-q[o) - -Llf+ bry, -11 -o-Rtl6ur-Lz_A-btf:T(0,-tcfw_)=t-;rffi4.ta,r-l .,3'q:\-\- JA- -3icfw_'3:(-13-tr0)t-II,cfw_I ,lWL.-'/-\&\x) Wsc/\.wtMvrulnQ-: !t -*r=
George Mason - CHEM - 212
GeorgeMasonUniversityGeneralChemistry212Chapter13PropertiesofMixtures:Solutions&ColloidsAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,6thed,2011,MartinS.Silberberg,McGrawHill04/22/12TheChemistry211/212GeneralChemistrycou
George Mason - CHEM - 212
GeorgeMasonUniversityGeneralChemistry212Chapter14MainGroupElementPatternsAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,6thed,2011,MartinS.Silberberg,McGrawHillTheChemistry211/212GeneralChemistrycoursestaughtatGeorgeMason
George Mason - CHEM - 212
GeorgeMasonUniversityGeneralChemistry212Chapter15OrganicChemistryAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,6thed,2011,MartinS.Silberberg,McGrawHillTheChemistry211/212GeneralChemistrycoursestaughtatGeorgeMasonareinten
George Mason - CHEM - 212
GeorgeMasonUniversityGeneralChemistry212Chapter16ChemicalKineticsAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,6thed,2011,MartinS.Silberberg,McGrawHillTheChemistry211/212GeneralChemistrycoursestaughtatGeorgeMasonareinte
George Mason - CHEM - 212
GeorgeMasonUniversityGeneralChemistry212Chapter17Equilibrium:ExtentofChemicalReactionsAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,6thed,2011,MartinS.Silberberg,McGrawHill04/22/12TheChemistry211/212GeneralChemistrycour
George Mason - CHEM - 212
GeorgeMasonUniversityGeneralChemistry212Chapter18AcidBaseEquilibriaAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,6thed,2011,MartinS.Silberberg,McGrawHill04/22/12TheChemistry211/212GeneralChemistrycoursestaughtatGeorgeMa
George Mason - CHEM - 212
GeorgeMasonUniversityGeneralChemistry212Chapter19IonicEquilibriaAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,6thed,2011,MartinS.Silberberg,McGrawHill04/22/12TheChemistry211/212GeneralChemistrycoursestaughtatGeorgeMason
George Mason - CHEM - 212
GeorgeMasonUniversityGeneralChemistry212Chapter20ThermodynamicsAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,6thed,2011,MartinS.Silberberg,McGrawHill04/22/12TheChemistry211/212GeneralChemistrycoursestaughtatGeorgeMasona
George Mason - CHEM - 212
GeorgeMasonUniversityGeneralChemistry212Chapter21ElectrochemistryAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,6thed,2011,MartinS.Silberberg,McGrawHill04/22/12TheChemistry211/212GeneralChemistrycoursestaughtatGeorgeMaso
George Mason - CHEM - 212
GeorgeMasonUniversityGeneralChemistry212Chapter23TransitionElementsAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,6thed,2011,MartinS.Silberberg,McGrawHill04/22/12TheChemistry211/212GeneralChemistrycoursestaughtatGeorgeMa
George Mason - CHEM - 212
GeorgeMasonUniversityGeneralChemistry212Chapter24NuclearReactionsAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,5thed,2009,MartinS.Silberberg,McGrawHill04/22/12TheChemistry211/212GeneralChemistrycoursestaughtatGeorgeMaso
George Mason - CHEM - 212
GENERAL CHEMISTRY (Chem 212)Lecture SyllabusInstructor: Dr. James C. SchornickCourse:Chemistry 212-004 (10247)T 4:30-7:10 pmRm 253 Bull Run Hall, PWCOffice Hrs: M, T, W, R, F 9:30 am - 11:00 am Fairfax, S&T IRm 318AM, R, F1:00 am - 4:00 pmFairf
George Mason - CHEM - 212
ReviewElementPropertiesCriticalAtomicProperties ElectronConfiguration AtomicSize IonizationEnergy Electronegativity03/18/101ReviewElementPropertiesElectronConfiguration (nl )Thedistributionofelectronsintheenergylevelsml = 0 ml = -1 0 +1 ml = -2 -1
George Mason - CHEM - 211
GeorgeMasonUniversityGeneralChemistry211Chapter1KeystotheStudyofChemistryAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,6thedition,2011,MartinS.Silberberg,McGrawHill04/22/12TheChemistry211/212GeneralChemistrycoursestaught
George Mason - CHEM - 211
GeorgeMasonUniversityGeneralChemistry211Chapter2TheComponentsofMatterAcknowledgementsCourseText:Chemistry:theMolecularNatureofMatterandChange,6thedition,2011,MartinS.Silberberg,McGrawHillTheChemistry211/212GeneralChemistrycoursestaughtatGeorgeMaso