CMA  Description CACVersion1.000 CoachVersionV6.24  WithResults32 Kind MeasureMode AlwaysMonitor ShowOldRuns Duration@ DurationUnit NumPoints@ Delay? DelayUnit Samples  ManualSamples ! EventDrivenSamples  T0atfirstpulse FirstPointAtStart DoubleClickType T0atfirstpulseManual RepeatUse RepeatCondition RepeatUseCount RepeatCount$ RepeatDelayUser@ RepeatDelayUnit% ResetCountersEachInterval! UseTimeForEventDriven UseEvents# EventThreshold EventDirection StopOnBit CanUsePWindow CanUseMWindow WithProgram AnimateDigital AlwaysQuickly AngleUnits PupilLevel LanguageNL MonitorSpeed( HomePageName HomePageURL# DelayTillStart+ OriginalDelayTillStart StartTime- ManualData NumberKLayout Splitters1 Splitter11,1,0,0,0,0,0.4994559303590861 Splitter21,0,0,1,0,0,0.4992857142857141 Splitter31,0,1,0,0,0,0.499285714285714 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? heightFN1 ? DockedToAWindow Visible Xcor? Ycor? width? height? DockedToVWindow Visible Xcor? Ycor? width? height? DockedToMWindow Visible Xcor)\(\? Ycor>]`#? width? heightFN1 ? DockedTo8NewText# Vragen en opdrachtenNewTextVragen en opdrachtenW Bungeejump In deze opdracht heb je de beschikking over het computermodel Bungeejump. a. Bekijk het model en beschrijf hoe het model werkt. Je kunt een aantal diagrammen laten tekenen. b. Haal deze diagrammen op en laat het model lopen. c. Geef een uitleg over een aantal karakteristieke punten in elk van de diagrammen.'RichTextVragen en opdrachten {\rtf1\ansi\deff0\deftab280{\fonttbl{\f0\swiss\fcharset0 Arial;}{\f1\fnil\fcharset0 Arial;}{\f2\fnil\fcharset2 WingDings;}}{\colortbl\red0\green0\blue0;\red255\green0\blue0;\red0\green128\blue0;\red0\green0\blue255;\red255\green255\blue0;\red255\green0\blue255;\red128\green0\blue128;\red128\green0\blue0;\red0\green255\blue0;\red0\green255\blue255;\red0\green128\blue128;\red0\green0\blue128;\red255\green255\blue255;\red192\green192\blue192;\red128\green128\blue128;\red0\green0\blue0;}\wptoolsver4\wpprheadfoot1\paperw12240\paperh15840\margl1000\margr1880\margt400\margb400\headery400\footery720\sectd {\*\pnseclvl1\pnucrm\pnstart1\pnhang\pnindent360{\pntxtb}{\pntxta{.}}} {\*\pnseclvl2\pnucltr\pnstart1\pnhang\pnindent360{\pntxtb}{\pntxta{.}}} {\*\pnseclvl3\pndec\pnstart1\pnhang\pnindent360{\pntxtb}{\pntxta{.}}} {\*\pnseclvl4\pnlcltr\pnstart1\pnhang\pnindent360{\pntxtb}{\pntxta{)}}} {\*\pnseclvl5\pnlcrm\pnstart1\pnhang\pnindent360{\pntxtb{(}}{\pntxta{)}}} {\*\pnseclvl6\pnlcltr\pnstart1\pnhang\pnindent360{\pntxtb{(}}{\pntxta{)}}} {\*\pnseclvl7\pndec\pnstart1\pnhang\pnindent360{\pntxtb{(}}{\pntxta{)}}} {\*\pnseclvl8\pndec\pnstart1\pnhang\pnindent360{\pntxtb{(}}{\pntxta{)}}} {\*\pnseclvl9\pndec\pnstart1\pnhang\pnindent360{\pntxtb{(}}{\pntxta{)}}} \endnhere\sectdefaultcl{\pard{\ql\li0\fi0\ri0\sb0\sl\sa0 \plain\f1\fs22\cf0\b Bungeejump\par \ql\li0\fi0\ri0\sb0\sl\sa0 \plain\f1\fs22\cf0 In deze opdracht heb je de beschikking over het computermodel Bungeejump.\par \ql\li0\fi0\ri0\sb0\sl\sa0 \plain\f1\fs22\cf0 a. Bekijk het model en beschrijf hoe het model werkt.\par \ql\li0\fi0\ri0\sb0\sl\sa0 \plain\f1\fs22\cf0 \par \ql\li0\fi0\ri0\sb0\sl\sa0 \plain\f1\fs22\cf0 Je kunt een aantal diagrammen laten tekenen.\par \ql\li0\fi0\ri0\sb0\sl\sa0 \plain\f1\fs22\cf0 \par \ql\li0\fi0\ri0\sb0\sl\sa0 \plain\f1\fs22\cf0 b. Haal deze diagrammen op en laat het model lopen.\par \ql\li0\fi0\ri0\sb0\sl\sa0 \plain\f1\fs22\cf0 c. Geef een uitleg over een aantal karakteristieke punten in elk van de diagrammen.}} }2NewNotes Leerlingtekst3NewNotesLeerlingtekst 7NewRichNotesLeerlingtekst ' Procedures $Program - Animations Number*Bitmaps Number+WebPages Number NewTablesC10 a-t-diagram Ek-h-diagram Ez-h-diagram h-t-diagram v-t-diagramTablea-t-diagram LineNumbers ColumnLetters Grid KeepRatio NameAsConnection HasOld OldXLabel OldYLabel OldShift OldColor  OldWidth OldConnect OldPoints Oldaxis oldXmin OldXmax@ oldYmin OldYmax@ Oldkoefx Oldkoefy Rows: Column1t,m/s/s,t,2,0,20,8,1,0,0,1,0,0,0,0,2,8,1< Column2a,m/s/s,a,2,-10,25,8,1,0,0,2,0,0,0,0,0,1,1TableEk-h-diagram LineNumbers ColumnLetters Grid KeepRatio NameAsConnection HasOld OldXLabel OldYLabel OldShift OldColor  OldWidth OldConnect OldPoints Oldaxis oldXmin OldXmax@ oldYmin OldYmax@ Oldkoefx Oldkoefy Rows7 Column1h,m,h,2,0,100,8,1,0,0,1,0,0,0,0,2,8,1; Column2Ek,J,Ek,2,0,25000,8,1,0,0,2,0,0,0,0,0,1,1TableEz-h-diagram LineNumbers ColumnLetters Grid KeepRatio NameAsConnection HasOld OldXLabel OldYLabel OldShift OldColor  OldWidth OldConnect OldPoints Oldaxis oldXmin OldXmax@ oldYmin OldYmax@ Oldkoefx Oldkoefy Rows7 Column1h,m,h,2,0,100,8,1,0,0,1,0,0,0,0,2,8,1: Column2Ev,,Ev,2,0,40000,1,1,0,0,2,0,0,0,0,0,1,1}Tableh-t-diagram LineNumbers ColumnLetters Grid KeepRatio NameAsConnection HasOld OldXLabel OldYLabel OldShift OldColor  OldWidth OldConnect OldPoints Oldaxis oldXmin OldXmax@ oldYmin OldYmax@ Oldkoefx Oldkoefy Rows6 Column1t,s,t,2,0,20,8,1,0,0,1,0,0,0,0,2,8,17 Column2h,m,h,2,0,100,8,1,0,0,2,0,0,0,0,0,1,1Tablev-t-diagram LineNumbers ColumnLetters Grid KeepRatio NameAsConnection HasOld OldXLabel OldYLabel OldShift OldColor  OldWidth OldConnect OldPoints Oldaxis oldXmin OldXmax@ oldYmin OldYmax@ Oldkoefx Oldkoefy Rows6 Column1t,s,t,2,0,20,8,1,0,0,1,0,0,0,0,2,8,1: Column2v,m/s,v,2,-50,50,8,1,0,0,2,0,0,0,0,0,1,1Screen4 Quadrant1EXPLANATION,Vragen en opdrachten% Quadrant2GRAPH,h-t-diagram Quadrant3EMPTY, Quadrant4EMPTY, ActiveQuad IsMaximized ShowBox ShowPrg ProgXRel @ ProgYRel` @ ProgWRel` @ ProgHRel @ DebugListW ShowMenu ShowButtons ShowEdit QuadrantData2{ 1 0 1 0 0 @ @@ @ @@ 8 8 0 @? @ x 0  NewScreen4 Quadrant1EXPLANATION,Vragen en opdrachten NewQuadrant1/ NewOmschrijving1Vragen en opdrachten% Quadrant2GRAPH,h-t-diagram NewQuadrant2& NewOmschrijving2h-t-diagram Quadrant3EMPTY, NewQuadrant3 NewOmschrijving3 Quadrant4EMPTY, NewQuadrant4 NewOmschrijving4: GrModMain Mode Changed MainModel AlwaysMonitorfalse eM11? eM12 eM21 eM22? eDx eDyModelXML  0 9999,9 0,1 Euler difference True rowindex>100000 1 16711680 20 20 MS Sans Serif 8 s 2 False True south False False 0 False False False False 16711680 False j ModelBodyS t = t + dt als v<=0 dan c = 56 anders c = 47 eindals als x>0 dan Fr = Fz a = Fr / m v := v + a*dt x := x + v*dt anders u := x Fv = -c*u Fr = Fz + Fv a = Fr / m v := k*v v := v + a*dt x := x + v*dt eindals h := 65+x Ev = 0,5*c*u^2 Ek = 0,5*m*v^2 Ez = m*abs(g)*h  ModelInith t = 0 dt = 0,005 c = 56 x = 25 m = 70 g = -9,81 Fz = m*g v = 0 k = 1 h = 90