WPC gy?3Cv4*-#'P'N$}#nv~w^eM<~"8 TY8 ߄#-QcW%aYX,Q0q#r/'[}Ad-=}(inT6_Դ=1v؋T̐m 딚RbO9BM,\{ =l*,|8V1pUprsW˹>O\M ejzUt;9pഇ;wQ\ ;r`rz)) ( Ȣćih@Zb ,8Ÿ/ lX2kxhtLTTX2 %0/I{{PGNE6}0L[N)X84e}BkU > 0< 0<  0* # UN % M ( N^ w4+ m--U@DDDDDDDDDJ AY 0 0Fqq B D- 0K AL\  `&Times New Roman' Math Dr SHSU User0bvg .   <:Default Para<:Footnote Ref#|x(r3$..      XX0(9 Z6Times New Roman RegularX* c*AMS@lU(nM Z(Times New Roman Level 1Level 2Level 3Level 4Level 5Level 1Level 2Level 3Level 4Level 5Level 1Level 2Level 3Level 4Level 5Level 1Level 2Level 3Level 4Level 5Z[\O  , deUULevel 1Level 2Level 3Level 4Level 5(3$ 3!..      XX  (n$ (  1  )  d)!dxdx( $ Figure  1  [ih&OLE 2.0 Box <=8C HKKKK 3!..      XX  _       XUXXUXXXUMath363,Dr._Vaden_ԄGoad,Summer2,2001,test2,name________________________  Thinkcarefully,showallwork,youdonothavetosimplify  Foldlengthwisewith_test_Ԁinside;putname,rowandseatontheoutside. | 1.Writeabriefessay(1page:introduction,developmentandconclusion)inwhichyoushow H howtrigonometryisdevelopedfromsimilarity(section4.3) . ~ 2.Writeabriefessay(1page:_introduction_,developmentandconclusion)inwhichyoudescribe  J howtheparallelprojectionfunctionisdefined.  0 3.Writeabriefessay(1page:_introduction_,developmentandconclusion)inwhichyoudiscuss    thevariousdefinitionsofconvexityandshowhowtheyarerelated.   4.StatetheEuclideanparallelpostulate. ^    5.Statethedefinition:Acircleis  6.Statethedefinition:Twopolygons,P1andP2aresaidtobesimilar,provided &v 7.Proveordisprove:IfpointsA,B,Cformtheverticesofarighttriangle,thentwooftheangles p!  areacute. V"!   (#( 8.Proveordisprove:#XUXXXU#XUXXXUIfPisexternaltocircleC(centeredatO),AandBaredistinctpointsofC  suchthatlinePAandlinePBaretangenttoC,thensegmentPObisectsangle_AOB_.    9.Proveordisprove:#XUXXXU#XUXXXUIfaconvexquadrilateralhaspairsofoppositesidescongruent,itisa ` parallelogram. F ______________10.Proveordisprove:#XUXXXU-#XUXXXUԀInthefigure,triangle_ABD_Ԁandtriangle_GJD_Ԁaresimilar.   #XUXXXU #XXU