CMA C Description CACVersion1.000 CoachVersionV6.32  WithResults32 Kind MeasureMode AlwaysMonitor ShowOldRuns Duration@ DurationUnit NumPoints@ Delay? DelayUnit Samples  ManualSamples ! EventDrivenSamplesd T0atfirstpulse FirstPointAtStart DoubleClickType UsesDefaultTables T0atfirstpulseManual RepeatUse RepeatCondition RepeatUseCount RepeatCount$ RepeatDelayUser@ RepeatDelayUnit% ResetCountersEachInterval! UseTimeForEventDriven UseEvents) UseEventsSkipEventsAtStart# EventThreshold EventDirection NewFreqUnit LongFrequency2 NewFrequency1242 TriggerUpDown WithProgram AnimateDigital AlwaysQuickly AngleUnits PupilLevel LanguageSK MonitorSpeed HomePageName HomePageURL# DelayTillStart+ OriginalDelayTillStart StartTime- ManualData NumberKLayout Splitters1 Splitter11,1,0,0,0,0,0.4993234100135321 Splitter21,0,0,1,0,0,0.4993489583333331 Splitter31,0,1,0,0,0,0.499348958333333 Quadrants Quadrant11,0,0,2,1 Quadrant21,2,0,0,1 Quadrant31,0,1,3,0 Quadrant41,3,1,0,0PWindow Visible Xcor? Ycor? width? height? DockedToAWindow Visible Xcor? Ycor? width? height? DockedToVWindow Visible Xcor? Ycor? width? height? DockedToMWindow Visible Xcor? Ycor? width? height? DockedToNNewText Dialnica" Poznmky k rieeniu=CompressedTextDialnica loha 1 - pre pota: Na parkovisku v Bratislave odcudzili zloinci automobil (ozname ho A) a pohybuj sa po dianici smerom do iliny pribline stlou rchlosou vA = 130 km/h. Prednastaven program m zobrazi dva priamkov grafy, jeden pre rovnomern pohyb odcudzenho auta (A) a druh pre rovnomern pohyb policajnho auta (P). Potrebujeme teda pre kad graf dva body, napr. pre asy t = 0 a t = 120. Zobrazovan grafy zodpovedaj zvislostiam drhy sA = sA(t), sP = sP(t) od asu t. Vznam velin,ktor treba dosadi do tabuky: t as pohybu vA. rchlos pohybu odcudzenho auta vP rchlos policajnej hliadky tPZ as, v ktorom policajn hliadka zaala prenasledova zlodejov sAZ vzdialenos od Bratislavy,v ktorej dolo ku krdei auta sPZ vzdialenos od Bratislavy,v ktorej policajn hliadka zaala prenasledovanie sA vzdialenos auta A od Bratislavy v ase t. sP vzdialenos auta P od Bratislavy v ase t. Po uplynut asu tPZ = 22 min dostala motorizovan hliadka dialninej polcie v Bratislave prkaz, aby odcudzen auto dobehla a zastavila. Policajn auto sa pohybuje priemernou rchlosou vP = 180 km/h. a) lohu riei pota pomocou grafov, ktor program nakresl po vyplnen tabuky. b) Urte as, v ktorom policajti odcudzen auto A dobehn. c) Ako aleko od Bratislavy dobehne auto B odcudzen auto A? Poznmka: Pri meran sradnc spolonho bodu obidvoch grafov treba poui pravouhl trojuholnk. loha 2 Vyuite zobrazen tabuku pri rieen loh vyplvajcich zo situci, ktor si vymyslte sami, napr.: "Za akch podmienok sa podar dostihn auto A pred Novm Mestom nad Vhom?", alebo "o ak zlodeji nebud repektova predpsan maximlnu rchlos", alebo: "Maj policajti aj in prostriedky ako automobil? CompressedRichTextDialnica ExistsYes_ PKa<Π" TheStringNUNUCX TheStringX]o6}/p1/ir֞uۏzE:bL*Ii\JXM<ئD~{yu t.z=(V6_;`0gB.J჊Zx-;ej3:5NM^OH;/+Lqipb?.Tᷴ񺟓0py{%'WNi=^]=~ٯ˦6r_,cugXn(˽,޿dɆ佐l>&xwhۙ&z'ut΄VKk_*!,El:t2a\ mɤl6FQ~CS ՁnsRTܥǸU!V`tES)mgzUD2kxg*9 RkhjИ.r/d,5\k5^CX!Җʫ}j- 4ZxyerQx| 芌m5f@+O0T{EO ޱo; о{Qo\æ~(`Dɢ;m4LҩmI4Un u;,jv8%rv'kAA|@aHjl[)BH:8:SPfRO* Nf5!UqS/ mP0f ݵUvnŎ͑$[CB09'[oFxZzI1]lY#v)7eo1i37íSA.z|((*+ s%?yr~XQDRD'H,fQZ ڵ0C̎$"A&RLxzFa%@(Pv6ϏM V1ڲgX8 B(p607Xn"2Xa:Zh@n4ZXuqiL_3t4#:AdNAԿI`BSIu2?Ũ](51F׎=EL$mГ7MWmx^f߈hc|`aꖋa.ht701gԿ?hfk>tJ܋"rM 1Z9UhAz|H| cMnj; *KOLmˢYlA6tqY@/OF#ZxQڳY0=ab8'<Ʀ*)Ecq{z$i.mLIċ?j`Fa4_ե1K~z*M=t Yh5FH\ /$˂HhMC`uE'?k-_(eQ{ѺD6A w7MLҳyϹqwq~?LcKlS\9~gFw;<(`O*Q8ATO2z gVJ,]"uT,(ˏLײ*"+ ,U?93H_GDM~R7|dƙy =]V'=`ji`pcI%t1&ћ=y vf)ͲU!ǁrtsGf<~=uã\0א6='%s?PKa<Π"  TheStringNUNUCX TheStringPKUNewTextDialnicaw This text was saved by a newer version of Coach, Please upgrade your Coach to be able to read this text."NewTextPoznmky k rieeniu  Tabuku meme meni dvoma spsobmi: a) Klikneme pravm klvesom myi na tabuku a vymaeme vetky hodnoty ("Vyma vetky hodnoty"). Potom klikneme avm klvesom na zelen terk so pkou. Pri kadom bode si program vyiada daje do vetkch stpcov tabuky, s vnimkou stpcov sA, sP. (Pri vhodnej vobe asu t v prvom stpci, posta vyplni dva riadky tabuky.) b) Druh spsob: Ak tabuka u existuje, meme postupne nahradi existujce daje v okienkach novmi hodnotami. 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Potom klikneme \'beav\'fdm kl\'e1vesom na zelen\'fd ter\'e8\'edk so \'9a\'edpkou. Pri ka\'9edom \plain\f4\fs28\cf0 bode si program vy\'9eiada \'fadaje do v\'9aetk\'fdch st\'e5pcov tabu\'beky, s v\'fdnimkou st\'e5pcov sA, sP. \plain\f4\fs28\cf0 (Pri vhodnej vo\'bebe \'e8asu t v prvom st\'e5pci, posta\'e8\'ed vyplni\'9d dva riadky tabu\'beky.)\par \ql\li0\fi0\ri0\sb0\sl\sa0 \plain\f4\fs28\cf0 \par \ql\li0\fi0\ri0\sb0\sl\sa0 \plain\f4\fs28\cf0 b) Druh\'fd sp\'f4sob: Ak tabu\'beka u\'9e existuje, m\'f4\'9eeme postupne nahradi\'9d existuj\'face \'fadaje v \plain\f4\fs28\cf0 okienkach nov\'fdmi hodnotami. \par \ql\li0\fi0\ri0\sb0\sl\sa0 \plain\f4\fs28\cf0 }} }1NewNotes Text tudent2NewNotesText tudent 6NewRichNotesText tudent V Animations Number) 1-1Zdroj: Lenovo EasyCamerah SNewAnimation SNewAnimation LiveSource1 1Lenovo EasyCamera* MDAnimations N7MDAnimationResources Number*Bitmaps Number5ExtraEmbeddedFiles Number+WebPages Number. NewWebPages Number2 NewTablesC10 Tabuka 1>TableTabuka 1 LineNumbers ColumnLetters Grid KeepRatio NameAsConnection HasOld OldXLabel OldYLabel OldShift OldColor  OldWidth OldConnect OldPoints Oldaxis oldXmin OldXmax@ oldYmin OldYmax@ Oldkoefx Oldkoefy DefaultFor Rows? Column1t,min,*,2,0,150,8,0,3,0,1,0,0,0,0,2,8,1,0,0,3@ Column2vA,km/h,*,2,0,10,0,0,3,0,2,0,0,0,0,0,0,1,0,0,3@ Column3vP,km/h,*,2,0,10,0,0,3,0,3,0,0,0,0,0,0,1,0,0,3@ Column4tPZ,min,*,2,0,10,0,0,3,0,4,0,0,0,0,0,0,1,0,0,3A Column5sAZ,km,*,2,0,250,0,1,1,0,5,0,0,0,0,0,0,1,1,0,15A Column6sPZ,km,*,2,0,250,0,0,1,0,6,0,0,0,0,0,0,1,0,0,19L Column7sA,km,/(C2*C1/60)+C5,2,0,10,3,1,1,0,7,0,0,0,0,0,3,1,1,0,15N Column8sP,km,/C3*(C1-C4)/60+C6,2,0,10,1,1,3,0,8,0,0,0,0,0,1,1,1,0,3/ ValueElement Number/ MeterElement Number7Screen# Quadrant1TABLE,Tabuka 1# Quadrant2GRAPH,Tabuka 1( Quadrant3EXPLANATION,Dialnica3 Quadrant4EXPLANATION,Poznmky k rieeniu ActiveQuad IsMaximized ShowBox ShowMenu ShowButtons ShowEdit QuadrantData2 0 3 0 3 0 3 0 3 1 15 0 19 1 15 1 3 0 @ @@ @ @@ 8 0 0 0 0 0 3 1 1 @ ףp= ף? @ x 0 ! NewScreen# Quadrant1TABLE,Tabuka 1 NewQuadrant1$ NewOmschrijving1Tabuka 1 NewConnection1# Quadrant2GRAPH,Tabuka 1 NewQuadrant2$ NewOmschrijving2Tabuka 1 NewConnection2( Quadrant3EXPLANATION,Dialnica NewQuadrant3# NewOmschrijving3Dialnica NewConnection33 Quadrant4EXPLANATION,Poznmky k rieeniu NewQuadrant4. NewOmschrijving4Poznmky k rieeniu NewConnection4*VarList Number