د.عبدالله محمد الزير

Size: px
Start display at page:

Download "د.عبدالله محمد الزير"

Transcription

1 03 PHYS-CH - Part.5 FINDING THE MOTION OF AN OBJECT Deriatin f equatins: All equatins that will be deried, are used t describe ONLY the mtins with cnstant acceleratin. t i 0 t f t x i x 0 i 0 x - x t ( ) x f x f + ( ) a t f f - - t i i - t ( 3 ) 03 Phys Frm (3), we will get a - t + at ( 4 ) Frm (),we will get x - x x x + t t Then, substitute the aerage elcity (abe) with that frm () x x x x t ( ) t ( 5 ) 03 Phys

2 03 PHYS-CH - Part Frm (5), substitute the with that frm (4) ( + at) + x x + x x t + at t Frm (5), substitute the t with that frm (4) ( 6 ) x x x x + a ( + ) a ( + )( ) a ( x x ) + a ( x x ) (7 ) 03 Phys 3 Summary; Equatins f mtin with cnstant acceleratin + at ( x,,a,t ) (,a,t ) withut the" x" x x t + at x x ( + )t + a ( x x ) ( x,a,t ) ( x,,t ) ( x,,a ) withut the" " withut the" a" withut the" t" Sign cnentin fr quantity x, and a is VERY IMPORTANT! 03 Phys 4

3 03 PHYS-CH - Part 03 Phys 5 Sign cnentin : ( ) t + a + at a a Bth and a hae ppsite sign! Bth and a hae same sign! READ EXAMPLES.6 t.8 in the Textbk 03 Phys 6 3

4 03 PHYS-CH - Part EXAMPLES A mtrist traeling at 90 km/h applied the brakes fr 5 s. If the deceleratin was 3 m/s, then his final speed will be: (a) 35 m/s (b) 5 m/s (c) 5 m/s + at m 3600 (d) 0 m/s A jet plane accelerates n a runway frm rest at 4 m/s, the distance and the elcity f the jet after 5 sec is: (a) 30 m, 0 m/s x t + at 50 m (b) 40 m, 0 m/s (c) 50 m, 0 m/s + at 0 m / s (d) 00 m, 0 m/s A car traels nrth at 40 m/s fr h. It stps fr 50 minutes and return suth traeling 0 km fr 0 minutes. Its aerage elcity and speed respectiely are: Displacement m (a) 0.5, 0 m/s Distant m (b).,.5 m/s Ttal time sec (c) 7., 9.7 m/s A. Velcity34000/ m/s (d) 4., 6 m/s A. Speed 54000/ m/s 03 Phys 7 A car is traeling 80 km/h in a schl zne. A plice car starts frm rest just as the speeder car passes it and accelerates at a cnstant rate f 8 km/h.s. (a) When des the plice car catch the speeder car? (b) Hw fast the plice car traeling when it catches the speeder? (a) Since the car is traeling with cnstant elcity, its psitin x c is gien by x x t + at ( 6 ), with x 0 and a 0: x c 0 t (80 km/h) t The psitin f x p f the plice car,is gien by x p at ( 8 km/h.s) t We find the time when the tw cars are at the same psitin by setting x c x p and sling fr t: ( 80 km/h) t ( 8 km/h.s) t OR t (4 t km/h.s -80 km/h) 0 03 Phys 8 4

5 03 PHYS-CH - Part The tw slutins are t 0 crrespnding t the initial cnditins and 80 km/h t 0 s 4 km/h.s The plice car thus catches the speeder at time t 0 s + (b) The elcity f the plice car is gien by, with 0 0: p at (8 km/h.s) t At t 0 s, the elcity f the plice car is; p (8 km/h.s)(0 s) 60 km/h At this time, the speed f the plice car is twice that f the speeder. This must be true because the aerage elcity f the plice car is half its final elcity, and since bth cars cer the same distance in the same time, they must hae equal aerage elcities. at 03 Phys 9 EXAMPLES 0 s ومدرج طوله 400 m حتى تقلع من السكون لذا تكون سرعتها عندما تترك عجلاتها تحتاج طاي رة ا لى الا رض هي (a) 0 m/s (b) 3 m/s (c) 40 m/s (d) 80 m/s.5 m/s حتى تصل تقطع حافلة مسافة 400 m بين نقطتي توقف 0 ا ذا بدا ت من السكون وتسارعت بمقدار 9 m/s وبعد ذلك استمرت بنفس السرعة لفترة من الزمن ومن ثم تباطا ت بمقدار m/s لكي سرعتها الى تقف 0 ا حسب الزمن الكلي الذي استغرقته الحافلة لقطع المسافة بين نقطتي التوقف 0 I II III 0 0 a+.5 m/s 9 m/s a0 9 m/s a- m/s x 03 Phys 0 5

6 03 PHYS-CH - Part خلال رحلة الحافلة نجد ا ن هناك ثلاث مراحل مبينة في الشكل السابق: المرحلة الا ولى:( I ) 0 0 ; a +.5 m/s ; f 9 m/s f 0+at t I ( f - 0 )/a 6 s خلال هذا الزمن تكون الحافلة قطعت مسافة x I ( f - 0 )/a 7 m المرحلة الثالثة:( II ) 0 9 m/s ; f 0 ; a - m/s t III ( f - 0 )/a 4.5 s خلال هذا الزمن تكون الحافلة قطعت مسافة x III ( f - 0 )/a 0.5 m وبناء علية تكون الحافلة قد قطعت مسافة في المرحلة الثانية (II) x II (x I +x III ) m و حيث ا ن 0a فى المرحلة الثانية (II) فا ن x II 0 t II t II x II / s الزمن الكلي للرحلة Tt I +t II +t III 50 s 03 Phys.6 Free Fall Free fall is a mtin under the influence f graitatinal pull (graity) nly; Which directin is a freely falling bject ming? Graitatinal acceleratin is inersely prprtinal t the distance between the bject and the center f the earth The graitatinal acceleratin is g9.80m/s n the surface f the earth, mst f the time. The directin f graitatinal acceleratin is ALWAYS tward the center f the earth, which we nrmally call (-y) ; where up and dwn directin are indicated as the ariable y Thus the crrect dentatin f graitatinal acceleratin n the surface f the earth is g-9.80m/s 03 Phys 6

7 03 PHYS-CH - Part 03 Phys 3 Free falling Objects In the absence f air resistance, all bjects fall twards the earth with the same cnstant acceleratin (a -g -9.8 m/s ), due t graity r a r g y y y y ; free falling acceleratin graitatinal acceleratin g 9.80 m/s Free fall mtins: Summary gt t gt ( )t + g ( y y ) y r a g 03 Phys 4 7

8 03 PHYS-CH - Part 03 Phys 5 Example B A man thrws a brick upward frm the tp f a building. TRUE OR FALSE. (Assume the crdinate system is defined with psitie being upward) A A C a) At A the acceleratin is psitie F b) At B the elcity is zer T c) At B the acceleratin is zer F d) At C the elcity is negatie T e) At C the acceleratin is negatie T f) The speed at C and at A are equal T g) The elcity at C and at A are equal F h) The speed is greatest at E T D D E 03 Phys 6 8

9 03 PHYS-CH - Part A ball is thrwn up frm the tp f a building 40 m high with initial elcity f 0.0 m/s, determine: (a) The time at which the ball reaches its maximum height. (b) The maximum height. (c) The time at which the ball returns t the psitin frm which it was thrwn. (d) The elcity f the ball at this instant. (e) The time at which the ball reach the grund. (f) The elcity f the ball when its reach the grund. (g) If the ball thrwn dwnward with the same elcity ( 0 m/s), what the elcity f the ball when its reach the grund? 03 Phys 7 h +y 0 (a) The time at which the ball reaches its maximum height. At max. height 0 y max gt t.0 s g 9.8 (b) The maximum height. y max g y 0 ( 0) 5. m g ( 9.8 ) g (c) & (d) left fr yu t try. (e) The time at which the ball reach the grund. y t gt y h 40 ( + 0 )t ( 9.8 )t 03 Phys 8 9

10 03 PHYS-CH - Part 4.9 t 0 t 40 0 t 4.05 s + 0 a x gt slutin x + b x + c 0 - b ± - (9.8)(4.05 ) b 4ac a (f) The elcity f the ball when its reach the grund. Try using m/s g y (g) left fr yu t try. 03 Phys 9 Example. A stne thrwn frm the tp f a building is gien an initial elcity f 0.0 m/s straight upward. The building is 50 m high. Using t A 0 as the time the stne leaes the thrwers hand at psitin A, determine: (a) The time at which the stne reaches its maximum height. (b) The maximum height. (c) The time at which the stne returns t the psitin frm which it was thrwn. (d) The elcity f the stne at this instant (e) The elcity and and psitin f the stne at t 5.00 s. 03 Phys 0 0

11 03 PHYS-CH - Part A bx falls frm an eleatr that is ascending with a elcity f m/s. It strikes the grund in 3 sec. (a) Hw lng will it take the bx t reach its maximum height? (b) Hw far frm the grund was the bx when it fell ff the eleatr? (c) What is the height f the eleatr when the bx is at its highest pint? When the bx falls frm the eleatr, its initial elcity will be 0 m/s and a -g. (a) At maximum height, the bx elcity is 0 0 -gt 0 0 gt t 0 / g 0.04 s m/s 0 m/s +y (b) t 3 sec ; 0 m/s y 0t gt y ( )( 3 ) ( 9.8 )( 3 ) 38. m g 03 Phys (c) The bx will reach the maximum height in t 0.04 sec. During this time, the eleatr will me up with cnstant elcity ( m/s ) and acceleratin a 0. y 0t + at y ( )( 0.04 ) m Therefre the height f the eleatr, frm the grund, when the bx at its highest pint m 03 Phys

12 03 PHYS-CH - Part ا ( ا ( ب( ب( 0 m/s قذف حجر ا لى ا على بسرعة ابتداي ية مقدارها شخص يقف على ارتفاع 5 m من نقطة القذف. احسب سرعة الحجر عند م سكه. ( احسب الزمن الذي استغرقه الحجر في الهواء. ( احسب ا قصي ارتفاع يصل ا ليه الحجر. (ج) ثم م س ك خلال عودته ا لى اسفل بواسطة g 5 m +y 0 m/s (a) gy ± m / s 0 (b) 0 t s - (-7.4)-(0) gt 3.8 -g -9.8 (c) at max. height 0 gy gy 0 0 -(0) y 0.4 m ( frm grund) -g -(9.8) 03 Phys 3 The pilt f a hering helicpter drps a lead brick frm a height f 000 m. Hw lng des it take t reach the grund and hw fast is it ming when it gets there? (neglect air resistance) 4.3 s -40 m/s 000 m 03 Phys See example -9, Cliff Dier 4

13 03 PHYS-CH - Part Preius Exam Questins A sandbag that is drpped frm a balln strikes the grund after 0 s. If the balln is ming ertically upward with a elcity f 0 m/s then the height f the balln when the sandbag is drpped is: (a) 360 m (b) 960 m (c) 400 m (d) 560 m 03 Phys 5 A man ascending at 7 m/s in a balln 0 m abe the grund accidentally drps a bx. The elcity f the bx just befre tuching the grund is: (a) 4 m/s 0 gy (b) 8 m/s (c) m/s ( 7 ) ( 9.8 )( 0 ) 44 (d) 58 m/s m/s A ball is thrwn ertically upward frm the grund with a speed f 9.4 m/s. The time it takes the ball t arrie at a height f 9.6 m n its way back is: (a) 5.35 s (b).345 s (c) 0.65 s (d) 0.05 s READ EXAMPLES.9 &. in the Textbk T get A+ : Study and Sle Prblems As MUCH As yu CAN 03 Phys 6 3

Physics 123 Lecture 2 1 Dimensional Motion

Physics 123 Lecture 2 1 Dimensional Motion Reiew: Physics 13 Lecture 1 Dimensinal Mtin Displacement: Dx = x - x 1 (If Dx < 0, the displacement ectr pints t the left.) Aerage elcity: (Nt the same as aerage speed) a x t x t 1 1 Dx Dt slpe = a x 1

More information

Physics 1200 Mechanics, Kinematics, Fluids, Waves

Physics 1200 Mechanics, Kinematics, Fluids, Waves Physics 100 Mechanics, Kinematics, Fluids, Waes Lecturer: Tm Humanic Cntact inf: Office: Physics Research Building, Rm. 144 Email: humanic@mps.hi-state.edu Phne: 614 47 8950 Office hurs: Tuesday 3:00 pm,

More information

i-clicker Question How many beans are in the 900 ml beaker? A. Fewer than 1000 B C D E.

i-clicker Question How many beans are in the 900 ml beaker? A. Fewer than 1000 B C D E. i-clicker Questin Hw many beans are in the 900 ml beaker? A. Fewer than 1000 B. 1000-1500 C. 1500-000 D. 000-500 E. Mre than 500 Reiew: Physics 13 Lecture 1 Dimensinal Mtin Displacement: Dx = x - x 1 (If

More information

PROJECTILES. Launched at an Angle

PROJECTILES. Launched at an Angle PROJECTILES Launched at an Anle PROJECTILE MOTION AT AN ANGLE An bject launched int space withut mtie pwer f its wn is called a prjectile. If we nelect air resistance, the nly frce actin n a prjectile

More information

Yeu-Sheng Paul Shiue, Ph.D 薛宇盛 Professor and Chair Mechanical Engineering Department Christian Brothers University 650 East Parkway South Memphis, TN

Yeu-Sheng Paul Shiue, Ph.D 薛宇盛 Professor and Chair Mechanical Engineering Department Christian Brothers University 650 East Parkway South Memphis, TN Yeu-Sheng Paul Shiue, Ph.D 薛宇盛 Prfessr and Chair Mechanical Engineering Department Christian Brthers University 650 East Parkway Suth Memphis, TN 38104 Office: (901) 321-3424 Rm: N-110 Fax : (901) 321-3402

More information

Projectile Motion. What is projectile? Projectile -Any object which projected by some means and continues to move due to its own inertia (mass).

Projectile Motion. What is projectile? Projectile -Any object which projected by some means and continues to move due to its own inertia (mass). Prjectile Mtin AP Phyic B What i prjectile? Prjectile -Any bject which prjected by me mean and cntinue t me due t it wn inertia (ma). 1 Prjectile me in TWO dimenin Since a prjectile me in - dimenin, it

More information

Chapter 3 Kinematics in Two Dimensions; Vectors

Chapter 3 Kinematics in Two Dimensions; Vectors Chapter 3 Kinematics in Tw Dimensins; Vectrs Vectrs and Scalars Additin f Vectrs Graphical Methds (One and Tw- Dimensin) Multiplicatin f a Vectr b a Scalar Subtractin f Vectrs Graphical Methds Adding Vectrs

More information

1.2.1 Vectors. 1 P age. Examples What is the reference vector angle for a vector that points 50 degrees east of south?

1.2.1 Vectors. 1 P age. Examples What is the reference vector angle for a vector that points 50 degrees east of south? 1.2.1 Vectrs Definitins Vectrs are represented n paper by arrws directin = magnitude = Examples f vectrs: Examples What is the reference vectr angle fr a vectr that pints 50 degrees east f suth? What is

More information

= m. Suppose the speed of a wave on a string is given by v = Κ τμ

= m. Suppose the speed of a wave on a string is given by v = Κ τμ Phys101 First Majr-11 Zer Versin Sunday, Octber 07, 01 Page: 1 Q1. Find the mass f a slid cylinder f cpper with a radius f 5.00 cm and a height f 10.0 inches if the density f cpper is 8.90 g/cm 3 (1 inch

More information

SPH3U1 Lesson 06 Kinematics

SPH3U1 Lesson 06 Kinematics PROJECTILE MOTION LEARNING GOALS Students will: Describe the mtin f an bject thrwn at arbitrary angles thrugh the air. Describe the hrizntal and vertical mtins f a prjectile. Slve prjectile mtin prblems.

More information

Chapter 2. Kinematics in One Dimension. Kinematics deals with the concepts that are needed to describe motion.

Chapter 2. Kinematics in One Dimension. Kinematics deals with the concepts that are needed to describe motion. Chapter Kinematics in One Dimensin Kinematics deals with the cncepts that are needed t describe mtin. Dynamics deals with the effect that frces have n mtin. Tgether, kinematics and dynamics frm the branch

More information

1 Course Notes in Introductory Physics Jeffrey Seguritan

1 Course Notes in Introductory Physics Jeffrey Seguritan Intrductin & Kinematics I Intrductin Quickie Cncepts Units SI is standard system f units used t measure physical quantities. Base units that we use: meter (m) is standard unit f length kilgram (kg) is

More information

Kinematics. Describing Motion. Reference Frames. Measurements of position, distance or speed must be with respect to a frame of reference.

Kinematics. Describing Motion. Reference Frames. Measurements of position, distance or speed must be with respect to a frame of reference. Kinematics Describing Mtin Reference Frames Measurements f psitin, distance r speed must be with respect t a frame f reference. What is the speed f a persn with respect t the grund if she walks tward the

More information

Phys101 First Major-131 Zero Version Coordinator: Dr. A. A. Naqvi Wednesday, September 25, 2013 Page: 1

Phys101 First Major-131 Zero Version Coordinator: Dr. A. A. Naqvi Wednesday, September 25, 2013 Page: 1 Phys11 First Majr-11 Zer Versin Crdinatr: Dr. A. A. Naqvi Wednesday, September 5, 1 Page: 1 Q1. Cnsider tw unifrm slid spheres A and B made f the same material and having radii r A and r B, respectively.

More information

PHYSICS 151 Notes for Online Lecture #23

PHYSICS 151 Notes for Online Lecture #23 PHYSICS 5 Ntes fr Online Lecture #3 Peridicity Peridic eans that sething repeats itself. r exaple, eery twenty-fur hurs, the Earth aes a cplete rtatin. Heartbeats are an exaple f peridic behair. If yu

More information

Phys101 Final Code: 1 Term: 132 Wednesday, May 21, 2014 Page: 1

Phys101 Final Code: 1 Term: 132 Wednesday, May 21, 2014 Page: 1 Phys101 Final Cde: 1 Term: 1 Wednesday, May 1, 014 Page: 1 Q1. A car accelerates at.0 m/s alng a straight rad. It passes tw marks that are 0 m apart at times t = 4.0 s and t = 5.0 s. Find the car s velcity

More information

EXAM #1 PHYSICAL SCIENCE 103 FALLF, 2017

EXAM #1 PHYSICAL SCIENCE 103 FALLF, 2017 OBJECTIVES 1. Ft Pressure EXAM #1 PHYSICAL SCIENCE 103 FALLF, 2017 Determine the surface area f an bject. Given the weight and surface area, calculate the pressure. 2. Measuring Vlume & Mass Prvided a

More information

EXAM #1 PHYSICAL SCIENCE 103 Spring, 2016

EXAM #1 PHYSICAL SCIENCE 103 Spring, 2016 OBJECTIVES 1. Ft Pressure EXAM #1 PHYSICAL SCIENCE 103 Spring, 2016 Determine the surface area f an bject. Given the weight and surface area, calculate the pressure. 2. Measuring Vlume & Mass Prvided a

More information

Study Guide Physics Pre-Comp 2013

Study Guide Physics Pre-Comp 2013 I. Scientific Measurement Metric Units S.I. English Length Meter (m) Feet (ft.) Mass Kilgram (kg) Pund (lb.) Weight Newtn (N) Ounce (z.) r pund (lb.) Time Secnds (s) Secnds (s) Vlume Liter (L) Galln (gal)

More information

Study Guide: PS. 10 Motion, Forces, Work & Simple Machines DESCRIBING MOTION SPEED

Study Guide: PS. 10 Motion, Forces, Work & Simple Machines DESCRIBING MOTION SPEED DESCRIBING MOTION Distance: hw far smething has mved; SI unit meters (m) Reference pint: nn-mving bject used as a cmparisn pint t detect an bject s mtin. Displacement: the distance between the starting

More information

2015 Regional Physics Exam Solution Set

2015 Regional Physics Exam Solution Set 05 Reginal hysics Exa Slutin Set. Crrect answer: D Nte: [quantity] dentes: units f quantity WYSE Acadeic Challenge 05 Reginal hysics Exa SOLUTION SET r F r a lengthass length / tie ass length / tie. Crrect

More information

Solution to HW14 Fall-2002

Solution to HW14 Fall-2002 Slutin t HW14 Fall-2002 CJ5 10.CQ.003. REASONING AND SOLUTION Figures 10.11 and 10.14 shw the velcity and the acceleratin, respectively, the shadw a ball that underges unirm circular mtin. The shadw underges

More information

Physics 141H Homework Set #4 Solutions

Physics 141H Homework Set #4 Solutions Phsics 4H Hmewrk Set #4 Slutins Chapter 4: Multiple-chice: 4) The maimum net frce will result when the tw frces are in the same directin. If s, the net frce will hae manitude F + F. The minimum net frce

More information

i-clicker i-clicker Newton s Laws of Motion First Exam Coming Up! Components of Equation of Motion

i-clicker i-clicker Newton s Laws of Motion First Exam Coming Up! Components of Equation of Motion First Eam Cming Up! Sunda, 1 Octber 6:10 7:30 PM. Lcatins t be psted nline. Yes this is a Sunda! There will be 17 questins n eam. If u have a legitimate cnflict, u must ask Prf. Shapir b Oct. 8 fr permissin

More information

Faculty of Engineering and Department of Physics Engineering Physics 131 Midterm Examination February 27, 2006; 7:00 pm 8:30 pm

Faculty of Engineering and Department of Physics Engineering Physics 131 Midterm Examination February 27, 2006; 7:00 pm 8:30 pm Faculty f Engineering and Department f Physics Engineering Physics 131 Midterm Examinatin February 27, 2006; 7:00 pm 8:30 pm N ntes r textbks allwed. Frmula sheet is n the last page (may be remved). Calculatrs

More information

i-clicker!! x 2 lim Lecture 3 Motion in 2- and 3-Dimensions lim REVIEW OF 1-D MOTION

i-clicker!! x 2 lim Lecture 3 Motion in 2- and 3-Dimensions lim REVIEW OF 1-D MOTION Lecture 3 Mtin in - and 3-Dimensins REVIEW OF -D MOTION TODY: LSTCHNCETOMKEUPTHEPHYSICS PRETEST(u get pints fr cmpleting the pre and pst tests) Where: SERC 6 (SEC 6) When: Yucanarrieantime3:0pm 6:30 pm

More information

14. Which shows the direction of the centripetal force acting on a mass spun in a vertical circle?

14. Which shows the direction of the centripetal force acting on a mass spun in a vertical circle? Physics 0 Public Exam Questins Unit 1: Circular Mtin NAME: August 009---------------------------------------------------------------------------------------------------------------------- 1. Which describes

More information

14. Which shows the direction of the centripetal force acting on a mass spun in a vertical circle?

14. Which shows the direction of the centripetal force acting on a mass spun in a vertical circle? Physics 3204 Public Exam Questins Unit 1: Circular Mtin NAME: August 2009---------------------------------------------------------------------------------------------------------------------- 12. Which

More information

UEquations of MotionU

UEquations of MotionU UChapter Mtin in One Dimensin When a particle mves, its displacement is defined by its change in psitin. As it mves frm an initial psitin xi t a final psitin x f, its displacement is given by x = x x f

More information

Information for Physics 1201 Midterm I Wednesday, February 20

Information for Physics 1201 Midterm I Wednesday, February 20 My lecture slides are psted at http://www.physics.hi-state.edu/~humanic/ Infrmatin fr Physics 1201 Midterm I Wednesday, February 20 1) Frmat: 10 multiple chice questins (each wrth 5 pints) and tw shw-wrk

More information

Physics 101 Math Review. Solutions

Physics 101 Math Review. Solutions Physics 0 Math eview Slutins . The fllwing are rdinary physics prblems. Place the answer in scientific ntatin when apprpriate and simplify the units (Scientific ntatin is used when it takes less time t

More information

Flipping Physics Lecture Notes: Simple Harmonic Motion Introduction via a Horizontal Mass-Spring System

Flipping Physics Lecture Notes: Simple Harmonic Motion Introduction via a Horizontal Mass-Spring System Flipping Physics Lecture Ntes: Simple Harmnic Mtin Intrductin via a Hrizntal Mass-Spring System A Hrizntal Mass-Spring System is where a mass is attached t a spring, riented hrizntally, and then placed

More information

Flipping Physics Lecture Notes: Simple Harmonic Motion Introduction via a Horizontal Mass-Spring System

Flipping Physics Lecture Notes: Simple Harmonic Motion Introduction via a Horizontal Mass-Spring System Flipping Physics Lecture Ntes: Simple Harmnic Mtin Intrductin via a Hrizntal Mass-Spring System A Hrizntal Mass-Spring System is where a mass is attached t a spring, riented hrizntally, and then placed

More information

AP Physics Kinematic Wrap Up

AP Physics Kinematic Wrap Up AP Physics Kinematic Wrap Up S what d yu need t knw abut this mtin in tw-dimensin stuff t get a gd scre n the ld AP Physics Test? First ff, here are the equatins that yu ll have t wrk with: v v at x x

More information

Being able to connect displacement, speed, and acceleration is fundamental to working

Being able to connect displacement, speed, and acceleration is fundamental to working Chapter The Big Three: Acceleratin, Distance, and Time In This Chapter Thinking abut displacement Checking ut speed Remembering acceleratin Being able t cnnect displacement, speed, and acceleratin is undamental

More information

CHAPTER 8b Static Equilibrium Units

CHAPTER 8b Static Equilibrium Units CHAPTER 8b Static Equilibrium Units The Cnditins fr Equilibrium Slving Statics Prblems Stability and Balance Elasticity; Stress and Strain The Cnditins fr Equilibrium An bject with frces acting n it, but

More information

LAHS Physics Semester 1 Final Review Information

LAHS Physics Semester 1 Final Review Information LAHS Physics Semester Final Reiew Infrmatin Yur Semester Physics Final has tw parts as fllws: Part I - Multiple Chice Questins - (Indiidually, 50 minutes) Part II - Free Respnse Questins - (Assigned pairs

More information

2. The acceleration of a simple harmonic oscillator is zero whenever the oscillating object is at the equilibrium position.

2. The acceleration of a simple harmonic oscillator is zero whenever the oscillating object is at the equilibrium position. CHAPER : Vibratins and Waes Answers t Questins. he blades in an electric shaer ibrate, apprximately in SHM. he speakers in a stere system ibrate, but usually in a ery cmplicated way since many ntes are

More information

CHAPTER 6 WORK AND ENERGY

CHAPTER 6 WORK AND ENERGY CHAPTER 6 WORK AND ENERGY CONCEPTUAL QUESTIONS 16. REASONING AND SOLUTION A trapeze artist, starting rm rest, swings dwnward n the bar, lets g at the bttm the swing, and alls reely t the net. An assistant,

More information

Chapter 5: Force and Motion I-a

Chapter 5: Force and Motion I-a Chapter 5: rce and Mtin I-a rce is the interactin between bjects is a vectr causes acceleratin Net frce: vectr sum f all the frces n an bject. v v N v v v v v ttal net = i = + + 3 + 4 i= Envirnment respnse

More information

AP Physics. Summer Assignment 2012 Date. Name. F m = = + What is due the first day of school? a. T. b. = ( )( ) =

AP Physics. Summer Assignment 2012 Date. Name. F m = = + What is due the first day of school? a. T. b. = ( )( ) = P Physics Name Summer ssignment 0 Date I. The P curriculum is extensive!! This means we have t wrk at a fast pace. This summer hmewrk will allw us t start n new Physics subject matter immediately when

More information

Review for the final exam (Math 127)

Review for the final exam (Math 127) . Evaluate 3 tan tan 4 3 (b) (c) cs cs 4 7 3 sec cs 4 4 (d) cs tan 3 Review fr the final eam (Math 7). If sec, and 7 36, find cs, sin, tan, ct, csc tan (b) If, evaluate cs, sin 7 36 (c) Write the csc in

More information

Differentiation Applications 1: Related Rates

Differentiation Applications 1: Related Rates Differentiatin Applicatins 1: Related Rates 151 Differentiatin Applicatins 1: Related Rates Mdel 1: Sliding Ladder 10 ladder y 10 ladder 10 ladder A 10 ft ladder is leaning against a wall when the bttm

More information

making triangle (ie same reference angle) ). This is a standard form that will allow us all to have the X= y=

making triangle (ie same reference angle) ). This is a standard form that will allow us all to have the X= y= Intrductin t Vectrs I 21 Intrductin t Vectrs I 22 I. Determine the hrizntal and vertical cmpnents f the resultant vectr by cunting n the grid. X= y= J. Draw a mangle with hrizntal and vertical cmpnents

More information

(a) During the first part of the motion, the displacement is x 1 = 40 km and the time interval is t 1 (30 km / h) (80 km) 40 km/h. t. (2.

(a) During the first part of the motion, the displacement is x 1 = 40 km and the time interval is t 1 (30 km / h) (80 km) 40 km/h. t. (2. Chapter 3. Since the trip consists of two parts, let the displacements during first and second parts of the motion be x and x, and the corresponding time interals be t and t, respectiely. Now, because

More information

Plan o o. I(t) Divide problem into sub-problems Modify schematic and coordinate system (if needed) Write general equations

Plan o o. I(t) Divide problem into sub-problems Modify schematic and coordinate system (if needed) Write general equations STAPLE Physics 201 Name Final Exam May 14, 2013 This is a clsed bk examinatin but during the exam yu may refer t a 5 x7 nte card with wrds f wisdm yu have written n it. There is extra scratch paper available.

More information

PHYS 1441 Section 002 Lecture #6

PHYS 1441 Section 002 Lecture #6 PHYS 1441 Section 00 Lecture #6 Monday, Feb. 4, 008 Examples for 1-Dim kinematic equations Free Fall Motion in Two Dimensions Maximum ranges and heights Today s homework is homework #3, due 9pm, Monday,

More information

Motion Along a Straight Line

Motion Along a Straight Line PHYS 101 Previous Exam Problems CHAPTER Motion Along a Straight Line Position & displacement Average & instantaneous velocity Average & instantaneous acceleration Constant acceleration Free fall Graphical

More information

MODULE 1. e x + c. [You can t separate a demominator, but you can divide a single denominator into each numerator term] a + b a(a + b)+1 = a + b

MODULE 1. e x + c. [You can t separate a demominator, but you can divide a single denominator into each numerator term] a + b a(a + b)+1 = a + b . REVIEW OF SOME BASIC ALGEBRA MODULE () Slving Equatins Yu shuld be able t slve fr x: a + b = c a d + e x + c and get x = e(ba +) b(c a) d(ba +) c Cmmn mistakes and strategies:. a b + c a b + a c, but

More information

PHYS 314 HOMEWORK #3

PHYS 314 HOMEWORK #3 PHYS 34 HOMEWORK #3 Due : 8 Feb. 07. A unifrm chain f mass M, lenth L and density λ (measured in k/m) hans s that its bttm link is just tuchin a scale. The chain is drpped frm rest nt the scale. What des

More information

PRE-CALCULUS B FINAL REVIEW NAME Work out problems in your notebook or on a separate piece of paper.

PRE-CALCULUS B FINAL REVIEW NAME Work out problems in your notebook or on a separate piece of paper. PRE-CALCULUS B FINAL REVIEW NAME Wrk ut prblems in yur ntebk r n a separate piece f paper. CHAPTER 5 Simplify each t ne trig wrd r a number: tan (1) sec sec () sin ct + 1 + cs + ( sin cs ) () sin - cs

More information

Lecture 6: Phase Space and Damped Oscillations

Lecture 6: Phase Space and Damped Oscillations Lecture 6: Phase Space and Damped Oscillatins Oscillatins in Multiple Dimensins The preius discussin was fine fr scillatin in a single dimensin In general, thugh, we want t deal with the situatin where:

More information

1/2 and e0 e s ' 1+ imm w 4 M s 3 πρ0 r 3 m. n 0 ktr. .Also,since n 0 ktr 1,wehave. 4 3 M sπρ 0 r 3. ktr. 3 M sπρ 0

1/2 and e0 e s ' 1+ imm w 4 M s 3 πρ0 r 3 m. n 0 ktr. .Also,since n 0 ktr 1,wehave. 4 3 M sπρ 0 r 3. ktr. 3 M sπρ 0 Chapter 6 6.1 Shw that fr a very weak slutin drplet (m 4 3 πr3 ρ 0 M s ), (6.8) can be written as e 0 ' 1+ a r b r 3 where a σ 0 /n 0 kt and b imm w / 4 3 M sπρ 0. What is yur interpretatin f thecnd and

More information

CHAPTER 4 Dynamics: Newton s Laws of Motion /newtlaws/newtltoc.html

CHAPTER 4 Dynamics: Newton s Laws of Motion  /newtlaws/newtltoc.html CHAPTER 4 Dynamics: Newtn s Laws f Mtin http://www.physicsclassrm.cm/class /newtlaws/newtltc.html Frce Newtn s First Law f Mtin Mass Newtn s Secnd Law f Mtin Newtn s Third Law f Mtin Weight the Frce f

More information

Lecture 5: Equilibrium and Oscillations

Lecture 5: Equilibrium and Oscillations Lecture 5: Equilibrium and Oscillatins Energy and Mtin Last time, we fund that fr a system with energy cnserved, v = ± E U m ( ) ( ) One result we see immediately is that there is n slutin fr velcity if

More information

Fall 2013 Physics 172 Recitation 3 Momentum and Springs

Fall 2013 Physics 172 Recitation 3 Momentum and Springs Fall 03 Physics 7 Recitatin 3 Mmentum and Springs Purpse: The purpse f this recitatin is t give yu experience wrking with mmentum and the mmentum update frmula. Readings: Chapter.3-.5 Learning Objectives:.3.

More information

MCAT Physics - Problem Drill 06: Translational Motion

MCAT Physics - Problem Drill 06: Translational Motion MCAT Physics - Problem Drill 06: Translational Motion Question No. 1 of 10 Instructions: (1) Read the problem and answer choices carefully () Work the problems on paper as 1. An object falls from rest

More information

Lecture 2: Single-particle Motion

Lecture 2: Single-particle Motion Lecture : Single-particle Mtin Befre we start, let s l at Newtn s 3 rd Law Iagine a situatin where frces are nt transitted instantly between tw bdies, but rather prpagate at se velcity c This is true fr

More information

CLASS XI SET A PHYSICS

CLASS XI SET A PHYSICS PHYSIS. If the acceleratin f wedge in the shwn arrangement is a twards left then at this instant acceleratin f the blck wuld be, (assume all surfaces t be frictinless) a () ( cs )a () a () cs a If the

More information

M thematics. National 5 Practice Paper E. Paper 1. Duration 1 hour. Total marks 40

M thematics. National 5 Practice Paper E. Paper 1. Duration 1 hour. Total marks 40 N5 M thematics Natinal 5 Practice Paper E Paper 1 Duratin 1 hur Ttal marks 40 Yu may NOT use a calculatr Attempt all the questins. Use blue r black ink. Full credit will nly be given t slutins which cntain

More information

Physics 2010 Motion with Constant Acceleration Experiment 1

Physics 2010 Motion with Constant Acceleration Experiment 1 . Physics 00 Mtin with Cnstant Acceleratin Experiment In this lab, we will study the mtin f a glider as it accelerates dwnhill n a tilted air track. The glider is supprted ver the air track by a cushin

More information

CHAPTER 3: Kinematics in Two Dimensions; Vectors

CHAPTER 3: Kinematics in Two Dimensions; Vectors HAPTER 3: Kinematics in Two Dimensions; Vectors Solution Guide to WebAssign Problems 3.1 [] The truck has a displacement of 18 + (16) blocks north and 1 blocks east. The resultant has a magnitude of +

More information

20 Faraday s Law and Maxwell s Extension to Ampere s Law

20 Faraday s Law and Maxwell s Extension to Ampere s Law Chapter 20 Faraday s Law and Maxwell s Extensin t Ampere s Law 20 Faraday s Law and Maxwell s Extensin t Ampere s Law Cnsider the case f a charged particle that is ming in the icinity f a ming bar magnet

More information

Figure 1a. A planar mechanism.

Figure 1a. A planar mechanism. ME 5 - Machine Design I Fall Semester 0 Name f Student Lab Sectin Number EXAM. OPEN BOOK AND CLOSED NOTES. Mnday, September rd, 0 Write n ne side nly f the paper prvided fr yur slutins. Where necessary,

More information

Phys101 Second Major-061 Zero Version Coordinator: AbdelMonem Saturday, December 09, 2006 Page: 1

Phys101 Second Major-061 Zero Version Coordinator: AbdelMonem Saturday, December 09, 2006 Page: 1 Crdinatr: AbdelMnem Saturday, December 09, 006 Page: Q. A 6 kg crate falls frm rest frm a height f.0 m nt a spring scale with a spring cnstant f.74 0 3 N/m. Find the maximum distance the spring is cmpressed.

More information

f = µ mg = kg 9.8m/s = 15.7N. Since this is more than the applied

f = µ mg = kg 9.8m/s = 15.7N. Since this is more than the applied Phsics 141H lutins r Hmewrk et #5 Chapter 5: Multiple chice: 8) (a) he maimum rce eerted b static rictin is µ N. ince the blck is resting n a level surace, N = mg. the maimum rictinal rce is ( ) ( ) (

More information

Revised 2/07. Projectile Motion

Revised 2/07. Projectile Motion LPC Phsics Reised /07 Prjectile Mtin Prjectile Mtin Purpse: T measure the dependence f the range f a prjectile n initial elcit height and firing angle. Als, t erif predictins made the b equatins gerning

More information

PHYSICS Unit 3 Trial Examination

PHYSICS Unit 3 Trial Examination STAV Publishing Pty Ltd 005 PHYSICS Unit 3 Trial Examinatin SOLUTIONS BOOK Published by STAV Publishing Pty Ltd. STAV Huse, 5 Munr Street, Cburg VIC 3058 Australia. Phne: 6 + 3 9385 3999 Fax: 6 + 3 9386

More information

AP Physics Laboratory #4.1: Projectile Launcher

AP Physics Laboratory #4.1: Projectile Launcher AP Physics Labratry #4.1: Prjectile Launcher Name: Date: Lab Partners: EQUIPMENT NEEDED PASCO Prjectile Launcher, Timer, Phtgates, Time f Flight Accessry PURPOSE The purpse f this Labratry is t use the

More information

VISUAL PHYSICS ONLINE RECTLINEAR MOTION: UNIFORM ACCELERATION

VISUAL PHYSICS ONLINE RECTLINEAR MOTION: UNIFORM ACCELERATION VISUAL PHYSICS ONLINE RECTLINEAR MOTION: UNIFORM ACCELERATION Predict Obsere Explain Exercise 1 Take an A4 sheet of paper and a heay object (cricket ball, basketball, brick, book, etc). Predict what will

More information

Note on Posted Slides. Motion Is Relative

Note on Posted Slides. Motion Is Relative Note on Posted Slides These are the slides that I intended to show in class on Tue. Jan. 9, 2014. They contain important ideas and questions from your reading. Due to time constraints, I was probably not

More information

WYSE Academic Challenge Regional Mathematics 2007 Solution Set

WYSE Academic Challenge Regional Mathematics 2007 Solution Set WYSE Academic Challenge Reginal Mathematics 007 Slutin Set 1. Crrect answer: C. ( ) ( ) 1 + y y = ( + ) + ( y y + 1 ) = + 1 1 ( ) ( 1 + y ) = s *1/ = 1. Crrect answer: A. The determinant is ( 1 ( 1) )

More information

CHAPTER 6 -- ENERGY. Approach #2: Using the component of mg along the line of d:

CHAPTER 6 -- ENERGY. Approach #2: Using the component of mg along the line of d: Slutins--Ch. 6 (Energy) CHAPTER 6 -- ENERGY 6.) The f.b.d. shwn t the right has been prvided t identify all the frces acting n the bdy as it mves up the incline. a.) T determine the wrk dne by gravity

More information

NAME Borough of Manhattan Community College Course Physics 110 Sec 721 Instructor: Dr. Hulan E. Jack Jr. Date December 19, 2006

NAME Borough of Manhattan Community College Course Physics 110 Sec 721 Instructor: Dr. Hulan E. Jack Jr. Date December 19, 2006 Brug f Manattan unity llege urse Pysics 110 Sec 721 nstructr: Dr. Hulan E. Jack Jr. Date Deceber 19, 2006 inal Exa NSTRUTONS - D 7 prbles : D Prble 1, 2 fr Prble 2,3 and 4, 2 fr Prbles 5,6 and 7, 2 fr

More information

"1 O O O. -U -7 P fl> 1 3. jff. (t) o o 1-7- PAa s: A - o 0'»«-« "Tf O ") ftt Ti 0 -- CO -1 O. fa n. i,, I. -n F en 2.0»- 4 T2. -5 Ut.

1 O O O. -U -7 P fl> 1 3. jff. (t) o o 1-7- PAa s: A - o 0'»«-« Tf O ) ftt Ti 0 -- CO -1 O. fa n. i,, I. -n F en 2.0»- 4 T2. -5 Ut. crv/ 3 P -U -7 P fl> 1 3 (t) jff?- "1 s P 9-1-7- ~* PAa s: A - "C '»«-«in i,, I ftt Ti -- c 4 T2-5 Ut j 3 C -1 p fa n l> -n F en 2.»- "Tf ") r . x 2 "Z * "! t :.!, 21,, V\ C fn

More information

Displacement, Time, Velocity

Displacement, Time, Velocity Lecture. Chapter : Motion along a Straight Line Displacement, Time, Velocity 3/6/05 One-Dimensional Motion The area of physics that we focus on is called mechanics: the study of the relationships between

More information

Name: Date: AP Physics 1 Per. Vector Addition Practice. 1. F1 and F2 are vectors shown below (N is a unit of force, it stands for Newton, not north)

Name: Date: AP Physics 1 Per. Vector Addition Practice. 1. F1 and F2 are vectors shown below (N is a unit of force, it stands for Newton, not north) ame: Date: AP Phsics 1 Per. Vectr Additin Practice 1. F1 and F are ectrs shwn belw ( is a unit f frce, it stands fr ewtn, nt nrth) F1 = 500 F = 300 40 50 a) Add the ectrs F1 and F: F1+F = 1. Add graphicall

More information

M thematics. National 5 Practice Paper D. Paper 1. Duration 1 hour. Total marks 40

M thematics. National 5 Practice Paper D. Paper 1. Duration 1 hour. Total marks 40 N5 M thematics Natinal 5 Practice Paper D Paper 1 Duratin 1 hur Ttal marks 40 Yu may NOT use a calculatr Attempt all the questins. Use blue r black ink. Full credit will nly be given t slutins which cntain

More information

Putting Scientific Notation to Work

Putting Scientific Notation to Work 10 Putting Scientific Ntatin t Wrk Physics deals with sme very large and very small numbers. T wrk with such numbers, yu use scientific ntatin. Scientific ntatin is expressed as a number multiplied by

More information

Example 1. A robot has a mass of 60 kg. How much does that robot weigh sitting on the earth at sea level? Given: m. Find: Relationships: W

Example 1. A robot has a mass of 60 kg. How much does that robot weigh sitting on the earth at sea level? Given: m. Find: Relationships: W Eample 1 rbt has a mass f 60 kg. Hw much des that rbt weigh sitting n the earth at sea level? Given: m Rbt = 60 kg ind: Rbt Relatinships: Slutin: Rbt =589 N = mg, g = 9.81 m/s Rbt = mrbt g = 60 9. 81 =

More information

Physics 321 Solutions for Final Exam

Physics 321 Solutions for Final Exam Page f 8 Physics 3 Slutins fr inal Exa ) A sall blb f clay with ass is drpped fr a height h abve a thin rd f length L and ass M which can pivt frictinlessly abut its center. The initial situatin is shwn

More information

PHYS 1443 Section 004 Lecture #4 Thursday, Sept. 4, 2014

PHYS 1443 Section 004 Lecture #4 Thursday, Sept. 4, 2014 PHYS 1443 Section 004 Lecture #4 Thursday, Sept. 4, 014 One Dimensional Motion Motion under constant acceleration One dimensional Kinematic Equations How do we sole kinematic problems? Falling motions

More information

Formula Bank. Horizontal motion formulas Vertical motion formulas

Formula Bank. Horizontal motion formulas Vertical motion formulas Physics 1 st Semester Final Exam Review ANSWER KEY 1 f 11 Frmula Bank Hrizntal mtin frmulas Vertical mtin frmulas Distance frmula (1.) x = ±v x t ± ½at Distance frmula (3.) y = y ±v y t ½gt Velcity frmula

More information

M thematics. National 5 Practice Paper C. Paper 1. Duration 1 hour. Total marks 40

M thematics. National 5 Practice Paper C. Paper 1. Duration 1 hour. Total marks 40 N5 M thematics Natinal 5 Practice Paper C Paper 1 Duratin 1 hur Ttal marks 40 Yu may NOT use a calculatr Attempt all the questins. Use blue r black ink. Full credit will nly be given t slutins which cntain

More information

Would you risk your live driving drunk? Intro

Would you risk your live driving drunk? Intro Martha Casquete Would you risk your lie driing drunk? Intro Motion Position and displacement Aerage elocity and aerage speed Instantaneous elocity and speed Acceleration Constant acceleration: A special

More information

205MPa and a modulus of elasticity E 207 GPa. The critical load 75kN. Gravity is vertically downward and the weight of link 3 is W3

205MPa and a modulus of elasticity E 207 GPa. The critical load 75kN. Gravity is vertically downward and the weight of link 3 is W3 ME 5 - Machine Design I Fall Semester 06 Name f Student: Lab Sectin Number: Final Exam. Open bk clsed ntes. Friday, December 6th, 06 ur name lab sectin number must be included in the spaces prvided at

More information

ASTRODYNAMICS. o o o. Early Space Exploration. Kepler's Laws. Nicolaus Copernicus ( ) Placed Sun at center of solar system

ASTRODYNAMICS. o o o. Early Space Exploration. Kepler's Laws. Nicolaus Copernicus ( ) Placed Sun at center of solar system ASTRODYNAMICS Early Space Explratin Niclaus Cpernicus (1473-1543) Placed Sun at center f slar system Shwed Earth rtates n its axis nce a day Thught planets rbit in unifrm circles (wrng!) Jhannes Kepler

More information

Chapter 2 Motion Along a Straight Line

Chapter 2 Motion Along a Straight Line Chapter Motion Along a Straight Line In this chapter we will study how objects moe along a straight line The following parameters will be defined: (1) Displacement () Aerage elocity (3) Aerage speed (4)

More information

Q x = cos 1 30 = 53.1 South

Q x = cos 1 30 = 53.1 South Crdinatr: Dr. G. Khattak Thursday, August 0, 01 Page 1 Q1. A particle mves in ne dimensin such that its psitin x(t) as a functin f time t is given by x(t) =.0 + 7 t t, where t is in secnds and x(t) is

More information

Motion in Two and Three Dimensions

Motion in Two and Three Dimensions PH 1-1D Spring 013 Motion in Two and Three Dimensions Lectures 5,6,7 Chapter 4 (Halliday/Resnick/Walker, Fundamentals of Physics 9 th edition) 1 Chapter 4 Motion in Two and Three Dimensions In this chapter

More information

Chapter (3) Motion. in One. Dimension

Chapter (3) Motion. in One. Dimension Chapter (3) Motion in One Dimension Pro. Mohammad Abu Abdeen Dr. Galal Ramzy Chapter (3) Motion in one Dimension We begin our study o mechanics by studying the motion o an object (which is assumed to be

More information

STRAIGHT LINE MOTION TEST

STRAIGHT LINE MOTION TEST STRAIGHT LINE MOTION TEST Name: 1. The number of significant figures in the number 0.030 is a) b) 3 c) d) 5. The number 35.5 rounded to significant figures is a) 35.0 b) 35 c) 35.5 d) 0 3. Five different

More information

Note on Posted Slides. Chapter 3 Pre-Class Reading Question. Chapter 3 Reading Question : The Fine Print. Suggested End of Chapter Items

Note on Posted Slides. Chapter 3 Pre-Class Reading Question. Chapter 3 Reading Question : The Fine Print. Suggested End of Chapter Items Note on Posted Slides These are the slides that I intended to show in class on Wed. Jan. 9, 2013. They contain important ideas and questions from your reading. Due to time constraints, I was probably not

More information

. (7.1.1) This centripetal acceleration is provided by centripetal force. It is directed towards the center of the circle and has a magnitude

. (7.1.1) This centripetal acceleration is provided by centripetal force. It is directed towards the center of the circle and has a magnitude Lecture #7-1 Dynamics f Rtatin, Trque, Static Equilirium We have already studied kinematics f rtatinal mtin We discussed unifrm as well as nnunifrm rtatin Hwever, when we mved n dynamics f rtatin, the

More information

**DO NOT ONLY RELY ON THIS STUDY GUIDE!!!**

**DO NOT ONLY RELY ON THIS STUDY GUIDE!!!** Tpics lists: UV-Vis Absrbance Spectrscpy Lab & ChemActivity 3-6 (nly thrugh 4) I. UV-Vis Absrbance Spectrscpy Lab Beer s law Relates cncentratin f a chemical species in a slutin and the absrbance f that

More information

2. The acceleration of a simple harmonic oscillator is zero whenever the oscillating object is at the equilibrium position.

2. The acceleration of a simple harmonic oscillator is zero whenever the oscillating object is at the equilibrium position. CHAPER : Vibratins and Waes Answers t Questins. he blades in an electric shaer ibrate, apprxiately in SHM. he speaers in a stere syste ibrate, but usually in a ery cplicated way since any ntes are being

More information

Physics 212. Lecture 12. Today's Concept: Magnetic Force on moving charges. Physics 212 Lecture 12, Slide 1

Physics 212. Lecture 12. Today's Concept: Magnetic Force on moving charges. Physics 212 Lecture 12, Slide 1 Physics 1 Lecture 1 Tday's Cncept: Magnetic Frce n mving charges F qv Physics 1 Lecture 1, Slide 1 Music Wh is the Artist? A) The Meters ) The Neville rthers C) Trmbne Shrty D) Michael Franti E) Radiatrs

More information

1-D Kinematics Problems

1-D Kinematics Problems x (m) Name: AP Physics -D Kinemics Problems 5. Answer the following based on the elocity s. time graph. 6 8 4-4 -8 - straight cured 4 6 8 a. Gie a written description of the motion. t (s) Object moes in

More information

SOLUTIONS SET 1 MATHEMATICS CLASS X

SOLUTIONS SET 1 MATHEMATICS CLASS X Tp Careers & Yu SOLUTIONS SET MTHEMTICS CLSS X. 84 7 Prime factrs f 84 are, and 7.. Sum f zeres 5 + 4 Prduct f zeres 5 4 0 Required plynmial x ( )x + ( 0) x + x 0. Given equatin is x + y 0 Fr x, y L.H.S

More information

PHYSICS LAB Experiment 10 Fall 2004 ROTATIONAL DYNAMICS VARIABLE I, FIXED

PHYSICS LAB Experiment 10 Fall 2004 ROTATIONAL DYNAMICS VARIABLE I, FIXED ROTATIONAL DYNAMICS VARIABLE I, FIXED In this experiment we will test Newtn s Secnd Law r rtatinal mtin and examine hw the mment inertia depends n the prperties a rtating bject. THE THEORY There is a crrespndence

More information