Kinematic Equations: Sample Problems and Solutions - The ...
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PhysicsTutorial 1-DKinematics Newton'sLaws Vectors-MotionandForcesinTwoDimensions MomentumandItsConservation WorkandEnergy CircularMotionandSatelliteMotion ThermalPhysics StaticElectricity ElectricCircuits VibrationsandWaves SoundWavesandMusic LightandColor ReflectionandMirrors RefractionandLenses PhysicsInteractives AboutthePhysicsInteractives UsagePolicy Kinematics NewtonsLaws VectorsandProjectiles Forcesin2D MomentumandCollisions WorkandEnergy CircularandSatelliteMotion BalanceandRotation StaticElectricity ElectricCircuits Magnetism WavesandSound LightandColor ReflectionandMirrors RefractionandLenses VideoTutorial Kinematics Newton'sLaws VectorsandProjectiles ForcesinTwoDimensions MomentumandCollisions Work,Energy,andPower CircularMotionandGravitation StaticElectricity LightandColor ReflectionandMirrors MultimediaStudios 1-DimensionalKinematics Newton'sLaws VectorsandProjectiles MomentumandCollisions WorkandEnergy Circular,Satellite,andRotationalMotion 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CircularMotionandGravitation StaticElectricityReview ElectricCircuits Waves SoundandMusic LightandColor ReflectionandMirrors RefractionandLenses TheCalculatorPad ProblemSets HabitsofanEffectiveProblemSolver ANotetoStudents NotetoInstructors PhysicsHelp GraphingPractice RecognizingForces VectorDirection VectorAddition ACTTestCenter AbouttheACT ACTPreparation ACTTips ForTeachers OtherResources Teacher-Tools CurriculumCorner SolutionsGuide SolutionsGuideDigitalDownload UsagePolicy MotioninOneDimension Newton'sLaws VectorsandProjectiles ForcesinTwoDimensions MomentumandCollisions Work,EnergyandPower CircularMotionandGravitation StaticElectricity ElectricCircuits WaveBasics SoundandMusic LightandColor ReflectionandMirrors RefractionandLenses QuestionBank Contents PurchasingtheCD PurchasingtheDigitalDownload NGSSCorner AbouttheNGSSCorner NGSSSearch ForceandMotionDCIs-HighSchool EnergyDCIs-HighSchool WaveApplicationsDCIs-HighSchool ForceandMotionPEs-HighSchool EnergyPEs-HighSchool WaveApplicationsPEs-HighSchool CrosscuttingConcepts ThePractices PhysicsTopics NGSSCorner:ActivityList NGSSCorner:Infographics TeacherToolkits AbouttheToolkits Position-Velocity-Acceleration Position-TimeGraphs Velocity-TimeGraphs FreeFall Newton'sFirstLaw Newton'sSecondLaw Newton'sThirdLaw TerminalVelocity Vectors ProjectileMotion Forcesin2Dimensions ImpulseandMomentumChange MomentumConservation Work-EnergyFundamentals Work-EnergyRelationship CircularMotion RollerCoasterPhysics UniversalGravitation SatelliteMotion ChargeandCharging CoulombsLaw ElectricFields CircuitConcepts SeriesCircuits ParallelCircuits VibrationalMotion Describing-Waves WaveBehaviorToolkit StandingWavePatterns SoundWaves ResonatingAirColumns WaveModelofLight Color PlaneMirrors CurvedMirrors SnellsLaw TotalInternalReflection Lenses ReasoningCenter Philosophy CRS Usage ResourceCD TheLaboratory About TeacherGuide UsingLabNotebooks Share ThePhotoGallery 1-DKinematics Newton'sLaws Vectors-MotionandForcesinTwoDimensions MomentumandItsConservation Work,Energy,andPower CircularMotionandSatelliteMotion ThermalPhysics StaticElectricity CurrentElectricity Waves SoundWavesandMusic LightWavesandColor ReflectionandRayModelofLight RefractionandRayModelofLight Store MyCart SubscriptionSelection TaskTracker Classes EditProfileSettings TasksandCourses Subscriptions SubscriptionLocator TeacherResources StudentExtras Teacher'sGuides ThePhysicsClassroom» PhysicsTutorial»1-DKinematics»SampleProblemsandSolutions 1-DKinematics-Lesson6-DescribingMotionwithEquations SampleProblemsandSolutions KinematicEquationsIntroduction SolvingProblemswithKinematicEquations KinematicEquationsandFreeFall SampleProblemsandSolutions KinematicEquationsandKinematicGraphs EarlierinLesson6,fourkinematicequationswereintroducedanddiscussed.Ausefulproblem-solvingstrategywaspresentedforusewiththeseequationsandtwoexamplesweregiventhatillustratedtheuseofthestrategy.Then,theapplicationofthekinematicequationsandtheproblem-solvingstrategytofree-fallmotionwasdiscussedandillustrated.InthispartofLesson6,severalsampleproblemswillbepresented.Theseproblemsallowanystudentofphysicstotesttheirunderstandingoftheuseofthefourkinematicequationstosolveproblemsinvolvingtheone-dimensionalmotionofobjects.Youareencouragedtoreadeachproblemandpracticetheuseofthestrategyinthesolutionoftheproblem.Thenclickthebuttontochecktheanswerorusethelinktoviewthesolution. CheckYourUnderstanding Anairplaneacceleratesdownarunwayat3.20m/s2for32.8suntilisfinallyliftsofftheground.Determinethedistancetraveledbeforetakeoff. SeeAnswer Answer:d=1720m Seesolutionbelow. Acarstartsfromrestandacceleratesuniformlyoveratimeof5.21secondsforadistanceof110m.Determinetheaccelerationofthecar. SeeAnswer Answer:a=8.10m/s/s Seesolutionbelow. UptonChuckisridingtheGiantDropatGreatAmerica.IfUptonfreefallsfor2.60seconds,whatwillbehisfinalvelocityandhowfarwillhefall? SeeAnswer Answers:d=33.1mandvf=25.5m/s Seesolutionbelow. Aracecaracceleratesuniformlyfrom18.5m/sto46.1m/sin2.47seconds.Determinetheaccelerationofthecarandthedistancetraveled. SeeAnswer Answers:a=11.2m/s/sandd=79.8m Seesolutionbelow. Afeatherisdroppedonthemoonfromaheightof1.40meters.Theaccelerationofgravityonthemoonis1.67m/s2.Determinethetimeforthefeathertofalltothesurfaceofthemoon. SeeAnswer Answer:t=1.29s Seesolutionbelow. Rocket-poweredsledsareusedtotestthehumanresponsetoacceleration.Ifarocket-poweredsledisacceleratedtoaspeedof444m/sin1.83seconds,thenwhatistheaccelerationandwhatisthedistancethatthesledtravels? SeeAnswer Answers:a=243m/s/s d=406m Seesolutionbelow. Abikeacceleratesuniformlyfromresttoaspeedof7.10m/soveradistanceof35.4m.Determinetheaccelerationofthebike. SeeAnswer Answer:a=0.712m/s/s Seesolutionbelow. Anengineerisdesigningtherunwayforanairport.Oftheplanesthatwillusetheairport,thelowestaccelerationrateislikelytobe3m/s2.Thetakeoffspeedforthisplanewillbe65m/s.Assumingthisminimumacceleration,whatistheminimumallowedlengthfortherunway? SeeAnswer Answer:d=704m Seesolutionbelow. Acartravelingat22.4m/sskidstoastopin2.55s.Determinetheskiddingdistanceofthecar(assumeuniformacceleration). SeeAnswer Answer:d=28.6m Seesolutionbelow. Akangarooiscapableofjumpingtoaheightof2.62m.Determinethetakeoffspeedofthekangaroo. SeeAnswer Answer:vi=7.17m/s Seesolutionbelow. IfMichaelJordanhasaverticalleapof1.29m,thenwhatishistakeoffspeedandhishangtime(totaltimetomoveupwardstothepeakandthenreturntotheground)? SeeAnswer Answer:vi=5.03m/sandhangtime=1.03s(exceptforinsportscommericals) Seesolutionbelow. Abulletleavesariflewithamuzzlevelocityof521m/s.Whileacceleratingthroughthebarreloftherifle,thebulletmovesadistanceof0.840m.Determinetheaccelerationofthebullet(assumeauniformacceleration). SeeAnswer Answer:a=1.62*105m/s/s Seesolutionbelow. Abaseballispoppedstraightupintotheairandhasahang-timeof6.25s.Determinetheheighttowhichtheballrisesbeforeitreachesitspeak.(Hint:thetimetorisetothepeakisone-halfthetotalhang-time.) SeeAnswer Answer:d=48.0m {^cosymantecnisbfw^} Seesolutionbelow. Theobservationdeckoftallskyscraper370mabovethestreet.Determinethetimerequiredforapennytofreefallfromthedecktothestreetbelow. SeeAnswer Answer:t=8.69s Seesolutionbelow. Abulletismovingataspeedof367m/swhenitembedsintoalumpofmoistclay.Thebulletpenetratesforadistanceof0.0621m.Determinetheaccelerationofthebulletwhilemovingintotheclay.(Assumeauniformacceleration.) SeeAnswer Answer:a=-1.08*10^6m/s/s Seesolutionbelow. Astoneisdroppedintoadeepwellandisheardtohitthewater3.41safterbeingdropped.Determinethedepthofthewell. SeeAnswer Answer:d=-57.0m(57.0metersdeep) Seesolutionbelow. ItwasoncerecordedthataJaguarleftskidmarksthatwere290minlength.AssumingthattheJaguarskiddedtoastopwithaconstantaccelerationof-3.90m/s2,determinethespeedoftheJaguarbeforeitbegantoskid. SeeAnswer Answer:vi=47.6m/s Seesolutionbelow. Aplanehasatakeoffspeedof88.3m/sandrequires1365mtoreachthatspeed.Determinetheaccelerationoftheplaneandthetimerequiredtoreachthisspeed. SeeAnswer Answer:a=2.86m/s/sandt=30.8s Seesolutionbelow. Adragsteracceleratestoaspeedof112m/soveradistanceof398m.Determinetheacceleration(assumeuniform)ofthedragster. SeeAnswer Answer:a=15.8m/s/s Seesolutionbelow. Withwhatspeedinmiles/hr(1m/s=2.23mi/hr)mustanobjectbethrowntoreachaheightof91.5m(equivalenttoonefootballfield)?Assumenegligibleairresistance. SeeAnswer Answer:vi=94.4mi/hr Seesolutionbelow. SolutionstoAboveProblems Given: a=+3.2m/s2 t=32.8s vi=0m/s Find: d=?? d=vi*t+0.5*a*t2 d=(0m/s)*(32.8s)+0.5*(3.20m/s2)*(32.8s)2 d=1720m ReturntoProblem1 Given: d=110m t=5.21s vi=0m/s Find: a=?? d=vi*t+0.5*a*t2 110m=(0m/s)*(5.21s)+0.5*(a)*(5.21s)2 110m=(13.57s2)*a a=(110m)/(13.57s2) a=8.10m/s2 ReturntoProblem2 Given: a=-9.8m t=2.6s vi=0m/s Find: d=?? vf=?? d=vi*t+0.5*a*t2 d=(0m/s)*(2.60s)+0.5*(-9.8m/s2)*(2.60s)2 d=-33.1m(-indicatesdirection) vf=vi+a*t vf=0+(-9.8m/s2)*(2.60s) vf=-25.5m/s(-indicatesdirection) ReturntoProblem3 Given: vi=18.5m/s vf=46.1m/s t=2.47s Find: d=?? a=?? a=(Deltav)/t a=(46.1m/s-18.5m/s)/(2.47s) a=11.2m/s2 d=vi*t+0.5*a*t2 d=(18.5m/s)*(2.47s)+0.5*(11.2m/s2)*(2.47s)2 d=45.7m+34.1m d=79.8m (Note:thedcanalsobecalculatedusingtheequationvf2=vi2+2*a*d) ReturntoProblem4 Given: vi=0m/s d=-1.40m a=-1.67m/s2 Find: t=?? d=vi*t+0.5*a*t2 -1.40m=(0m/s)*(t)+0.5*(-1.67m/s2)*(t)2 -1.40m=0+(-0.835m/s2)*(t)2 (-1.40m)/(-0.835m/s2)=t2 1.68s2=t2 t=1.29s ReturntoProblem5 Given: vi=0m/s vf=444m/s t=1.83s Find: a=?? d=?? a=(Deltav)/t a=(444m/s-0m/s)/(1.83s) a=243m/s2 d=vi*t+0.5*a*t2 d=(0m/s)*(1.83s)+0.5*(243m/s2)*(1.83s)2 d=0m+406m d=406m (Note:thedcanalsobecalculatedusingtheequationvf2=vi2+2*a*d) ReturntoProblem6 Given: vi=0m/s vf=7.10m/s d=35.4m Find: a=?? vf2=vi2+2*a*d (7.10m/s)2=(0m/s)2+2*(a)*(35.4m) 50.4m2/s2=(0m/s)2+(70.8m)*a (50.4m2/s2)/(70.8m)=a a=0.712m/s2 ReturntoProblem7 Given: vi=0m/s vf=65m/s a=3m/s2 Find: d=?? vf2=vi2+2*a*d (65m/s)2=(0m/s)2+2*(3m/s2)*d 4225m2/s2=(0m/s)2+(6m/s2)*d (4225m2/s2)/(6m/s2)=d d=704m ReturntoProblem8 Given: vi=22.4m/s vf=0m/s t=2.55s Find: d=?? d=(vi+vf)/2*t d=(22.4m/s+0m/s)/2*2.55s d=(11.2m/s)*2.55s d=28.6m ReturntoProblem9 Given: a=-9.8m/s2 vf=0m/s d=2.62m Find: vi=?? vf2=vi2+2*a*d (0m/s)2=vi2+2*(-9.8m/s2)*(2.62m) 0m2/s2=vi2-51.35m2/s2 51.35m2/s2=vi2 vi=7.17m/s ReturntoProblem10 Given: a=-9.8m/s2 vf=0m/s d=1.29m Find: vi=?? t=?? vf2=vi2+2*a*d (0m/s)2=vi2+2*(-9.8m/s2)*(1.29m) 0m2/s2=vi2-25.28m2/s2 25.28m2/s2=vi2 vi=5.03m/s Tofindhangtime,findthetimetothepeakandthendoubleit. vf=vi+a*t 0m/s=5.03m/s+(-9.8m/s2)*tup -5.03m/s=(-9.8m/s2)*tup (-5.03m/s)/(-9.8m/s2)=tup tup=0.513s hangtime=1.03s ReturntoProblem11 Given: vi=0m/s vf=521m/s d=0.840m Find: a=?? vf2=vi2+2*a*d (521m/s)2=(0m/s)2+2*(a)*(0.840m) 271441m2/s2=(0m/s)2+(1.68m)*a (271441m2/s2)/(1.68m)=a a=1.62*105m/s2 ReturntoProblem12 Given: a=-9.8m/s2 vf=0m/s t=3.13s Find: d=?? (NOTE:thetimerequiredtomovetothepeakofthetrajectoryisone-halfthetotalhangtime-3.125s.) Firstuse: vf =vi +a*t 0m/s=vi +(-9.8 m/s2)*(3.13s) 0m/s=vi -30.7m/s vi =30.7m/s (30.674m/s) Nowuse: vf2 =vi2 +2*a*d (0m/s)2 =(30.7m/s)2 +2*(-9.8 m/s2)*(d) 0m2/s2 =(940m2/s2)+(-19.6 m/s2)*d -940 m2/s2 =(-19.6 m/s2)*d (-940 m2/s2)/(-19.6 m/s2)=d d=48.0m ReturntoProblem13 Given: vi=0m/s d=-370m a=-9.8m/s2 Find: t=?? d=vi*t+0.5*a*t2 -370m=(0m/s)*(t)+0.5*(-9.8m/s2)*(t)2 -370m=0+(-4.9m/s2)*(t)2 (-370m)/(-4.9m/s2)=t2 75.5s2=t2 t=8.69s ReturntoProblem14 Given: vi=367m/s vf=0m/s d=0.0621m Find: a=?? vf2=vi2+2*a*d (0m/s)2=(367m/s)2+2*(a)*(0.0621m) 0m2/s2=(134689m2/s2)+(0.1242m)*a -134689m2/s2=(0.1242m)*a (-134689m2/s2)/(0.1242m)=a a=-1.08*106m/s2 (The-signindicatesthatthebulletsloweddown.) ReturntoProblem15 Given: a=-9.8m/s2 t=3.41s vi=0m/s Find: d=?? d=vi*t+0.5*a*t2 d=(0m/s)*(3.41s)+0.5*(-9.8m/s2)*(3.41s)2 d=0m+0.5*(-9.8m/s2)*(11.63s2) d=-57.0m (NOTE:the-signindicatesdirection) ReturntoProblem16 Given: a=-3.90m/s2 vf=0m/s d=290m Find: vi=?? vf2=vi2+2*a*d (0m/s)2=vi2+2*(-3.90m/s2)*(290m) 0m2/s2=vi2-2262m2/s2 2262m2/s2=vi2 vi=47.6m/s ReturntoProblem17 Given: vi=0m/s vf=88.3m/s d=1365m Find: a=?? t=?? vf2=vi2+2*a*d (88.3m/s)2=(0m/s)2+2*(a)*(1365m) 7797m2/s2=(0m2/s2)+(2730m)*a 7797m2/s2=(2730m)*a (7797m2/s2)/(2730m)=a a=2.86m/s2 vf=vi+a*t 88.3m/s=0m/s+(2.86m/s2)*t (88.3m/s)/(2.86m/s2)=t t=30.8s ReturntoProblem18 Given: vi=0m/s vf=112m/s d=398m Find: a=?? vf2=vi2+2*a*d (112m/s)2=(0m/s)2+2*(a)*(398m) 12544m2/s2=0m2/s2+(796m)*a 12544m2/s2=(796m)*a (12544m2/s2)/(796m)=a a=15.8m/s2 ReturntoProblem19 Given: a=-9.8m/s2 vf=0m/s d=91.5m Find: vi=?? t=?? First,findspeedinunitsofm/s: vf2=vi2+2*a*d (0m/s)2=vi2+2*(-9.8m/s2)*(91.5m) 0m2/s2=vi2-1793m2/s2 1793m2/s2=vi2 vi=42.3m/s Nowconvertfromm/stomi/hr: vi=42.3m/s*(2.23mi/hr)/(1m/s) vi=94.4mi/hr ReturntoProblem20 NextSection: KinematicEquationsandKinematicGraphs FollowUs PhysicsTutorial»1-DKinematics»Lesson6-DescribingMotionwithEquations»SampleProblemsandSolutions
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