MATH 1920 15.115.2 Book Notes

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School
Western Michigan University **We aren't endorsed by this school
Course
MATH 1160
Subject
Physics
Date
Oct 17, 2023
Pages
4
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{ o . I=vaec+ions of "Two of More ariasw g w Lirmits anoh . ; ro 14%o C Pre Leervred Continuiey in S g ool fi/ 'S 161182 Book Noveg /21 TS Aren of o rectangte Acx, 9= 3 Y i e D srernce Feom point o +he .Q\LUM? »vbfiu'u.w..v = "XP tkd\'vul Slceten e olomaeins of aD flh.x.«'.d o IMSIKMIIA"_. £ PERIPFIDFE RAG H InGR =1 ) Winer are +e canges oF +ouse Euncrions ? v 2 Dl A=Y 2ey 2O ofr Y EA-KE S O LY tany Ronge €toruds So-g Rl o ) b 20, >4 2> 1 ! T R O .Mnu:kvwv w::w!.w ® We oeren write Z=Ec¥,9D 70 Stress Fhat the Z—cO0TL O€ & POINt On e gropn S o Fungrion GE % A0k Y. = 1 K.hlmhfl. Sl YT P onp cOnsidur +ne CVruy 2 = m...n\.vnu.vv. => verriceu Frac . T Vierticou HFrael in Plons (RTA [ Interscorion oF L - L@ rapn.w) g wentiood | orpuas Plont K= consighl >|.w\ Ve ot pouints Casy, Feasnd)! 2. 2o > y=p ! @ione igEb 00)@:.&...:.0.0% all poin+s X503 .n...\..xv,.bvvv., 4 ' Coxss > =wWAES S0 gl S F sexiyd =t~y 0 HomiOns Loole @ M =b < - ,rWnnrlk%. broces! 2 2wz
DOALLLLLL PRI ILITRTTLLLDITIELL 2 Fhna+ Nove T Sonne | Fempeoraror 5 & el Ty RS, L approachts B Eeom n)\:.)...e..u\; 53 Lewuy curues + Contour maps Hor® koewce o meigh | C: Inrerseckion OR HAeBrAPN lwinil Har T ReC A plaad @R C CONSiading OF Hlw pointS h\(tuflorut.vlv Suvata Flaat Foexy®D = c Lot gurve s Pus guvmis Fex,9dD = Con+ou Mmap: |_\s.e intervod m lmeswscen e \v 21\ o AR TS SO S s e S Lt e ¢ EOREOOn :.3.?01(!& { 00)}0 ve \r.)b.v St el s A oirv -) Average rare of <ange mu«.c:) V GOl —————— . " .., ~\-V-).0q.~fi0§ Nodrsrance Awaroge casc of DV.P)V.O Qfit?n)lho\a E | Aot of m._..@m.\v&.m.r Conscent VS oo Do.)f Fhow wa.).m b:* mv | 9.)& ewrpwe' oo Yo won Q.)..u' in YL g ae h.s. 8- wn.v fiU (ot Aicectrion. | So+nerms —@Poin+s g2 Al poin¥s: an..b)or Cese +$R>V1 Eromm. P = N\P.v.ou Nicc MNCP, 7.v hebfbwa.b. 9.? P o+ .?O.CO_.)M UOCDO-DN Ao dis+onc 'oF ozg .0c>u+c192 diske seno tect as (D CP, D E - A : 3 A L irm = X SE LKk p D S A i FeXo9) = 5 r (AR E"] nk..*.v(un'..t.v =& \Sg)b\ cAirec+ions . . .. _ ;
Lion Lper,ydtgiensd) Cxy,ud>~> P = L f'ct.-y)""" Ll S50xs%D Cimi+ LS ! . AL i S S Sple Lim e uw;'-'f' s *) [MM Fewind 9CRY) ; ; . Ee (f'hpu"s))(fi% e YITSEMED £ O dinea, YIS cram FCRo8d ofa;m BeidS R el o 7 EXAEYN) Acmg(—"") o A— A Foncrion 0F +wo variabis islcontinvovs ok P = Casb)d if L i TECK 8D T o, b) u-,.a-'ea,..) En*y CH2 Fuow tras _Fokipd® . a. 15 continveus —lwn evalvads Y KEryz+) L Sy P(_\L;"') ) s l i ,CA;;'?-M,'Q R ' s , deaom 1s Aeuwwr O A S - 3 +Z c Lanins e - C";y'b-Ml,z') 2 z:a-u = '35 Sl § T LB 7 2955 LA epmpnie Lim hEKIs s = iy CRrpd-SCard P Yoy e n>ép-u=3 ) ; kT2 i Wrike HCm 4> = o~ %0 7% g aicomporice Fonction + Svatvesc tim' HeCksyn) | L o2 CR3Bd=3¢152D HLix,9d05 G cFeouY) (g omy =™ om,ug('c --3'> =—x?~+z, Zo+*™ p ~nckGS are continuous =0 H is auso cont. i 2 'o (H4e PP, - R YO O')')">Ol)t) -;#3"'"3_,0'2) & oz "5Ao_wln,. a - Limir ODNE. Lt o S > cxk,yd=>Cos0d> 2 *,2'1_ 1D Snoew FerBD approacius Clithenens Limirs amas % and 2= 2 "Mcg. X . /CIM 2 Ob - I3 o y,, DZ AmiS "-,D FC bt = S ~aKiS | g m 2 » ; B d Fw.,.) - _o___' . | (§) Pp=>0 o+ 9% &= o o= o— (o o o= [ - [ o - o .- (2
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