2211_S11_Lecture+2

2211_S11_Lecture+2 - Haffer m’ InkracA'ons, 9am prfii...

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Unformatted text preview: Haffer m’ InkracA'ons, 9am prfii 0-4355 chILHRe. 2 Vac/Dr‘s I— l‘f-l/ Ved'or Ream) ##— Vet’rors kavc (H (H) .5 For 0N1 Vcchfl‘) A .._3 \fl 3dthnS}o-\§ A 2 m 2D A = m \D F\ : De{in;+3m-_ Haj/\E’Hde 01) a V€L+OP ___,__.__.—————- EXaMe\Q: F3: <5‘3. l> a) M If“: +an9= fl. ._ i (‘x 5 {‘x: \F’lcoSG : rY= leMG : Emmpk: Vuhr in ID ’ qukzmkcJ 0|0¢r4+;oq5 LJH’k V<c117flg (1) EPA: L3 >1. ml, ‘U/ (H) Sum «b VCCJWS a—A __‘ _3 A+ B = Q (anchor \J(ckrl.> - <AXIA7|A1> + : Guyana; -. T;(, +1, Ta” (— Inpoamd’r .4 -“ r - aaoTer‘ . . o(A : B (ah-Jay) p- adults 0‘ 6 R J A ) SCq‘ar) «A: < “Aha/X7, an?) =<e,.r3,,i32> (W3 V€c+uf Sabchfim E ‘QI‘DO‘UL,' ha a SC-Ltf‘ 041A ldA‘ADH _ .3 .—.| ._$ “'5 A-B : A + (*5) .——- .3 ya = mfg“ A7~8y,A4~ a GPQQLJCJU TA! “ +‘O‘ Tar‘ I A A/ \> :7 .3 B m: 7 Exampk K: <a‘~"o> .3 —‘ .4 A‘8 ? B = < |, 1.07 .3 (—0 (3 +0 d }. a scai‘rf’rbdvlC/S' ‘9 ((54) IS a Sahr \/ \/¢c f Pfo up "‘> vzdbf {)IbJ“CJ“ 9 mde is anonr Verl, Fwd/H do concrzlr mfl'PQp‘S abflisowfi3} “NS “F Some Tmebkbfi} 0‘95“ 04-“ 9’73 - 17m wjnsme (use (qU/J Manes) 4 Hum 1‘3 G S(a\4r . (dune). dllJJ‘Jx chh/S a {mafia} OJJ; of fitbkac)’ 0 SlaLr 9L7? (U/cb/ ’ “’12 mUJ-’\)’+CJL (rt 4 V’Lbr CaA/IO" b€ Nij‘Vc ' IA+B\ :A I'KH um O K / a U54 ‘A‘y‘aut VCCJ’DFS vychJ’) you (an aod‘x “3+5 all k‘WHP “’W‘ (“gush/r ‘M PVSHS (é‘CLJakD/Lg) l @ A 5631634) VI Vth/S .' UNET V(L+US i thnvkdi( 2:: \ Ts R=<),l,)> a U4). V‘dvr'? X17. :3 0X<5 5ftda) Ufl;} \IICJ—Drs ‘, hog, a‘o/j A \ .- — '- 3 A- K ’ \/ hr {5 6' \VVn" (ambeBo/y 4( Ana Nt‘w f5} 5cm find- UN;)- \jlcbf. da‘rccHofl quA i}; .5 [M 1| PA Vtclv/ A=<\.)‘\7 '5 (“3+ q QC (em abbs'n a UA'I)’ Jed’br‘ “NW 3): (Le, +1.4 J'aHtHa/sefiz) b3 wafma‘l3ma MGj-H'lhdc ', Q1.5.a 1Lit-'hieh of these arrews represents the vector < -4, 2, D >? 1) a 2} E 3} a 4) .5" 5) a 6) none of the above (31.5.0 What iss 10, 20,-15:- <5,-0,7=-? 1) 19 2) 33.? a) :15,12,3=- 4) < 5, 20, -22 :- 51¢a1z-0: Q1.5.d What is the magnitude afthe veeter < 3, 5, -2 a“? 1) 5.40 2) 5.10 3) 3.00 4) 30.00 5) 33.00 Q1.5.e What is the unit vector in the direction of the veeter s 3, 5, -2 2-? 1) c 3, 5, -2 :- 2):1,1,-1 :- spam-.19, 0.31, 0.32 :- ace-=19, 0.31, -u.32 :- 5) < 0.3, 0.5, -u.2 :- Q1.5f Yeu want to find the unit vector in the direction of the eyan arrew. What is the angle 8x? 1) 30 degrees 2) 60 degrees 3) 120 degrees 4) 150 degrees 5) something else Q15 You want to find the unit vector in the direction of the eyan arrew. What is the angle 83:? 600;: 1) 30 degrees 2) 60 degrees 3) 120 degrees 4) 150 degrees 5) something else ...
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2211_S11_Lecture+2 - Haffer m’ InkracA'ons, 9am prfii...

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