Midterm Review - Part 1
|
|
- Godwin Fox
- 5 years ago
- Views:
Transcription
1 Honor Phyic Fall, 2016 Midterm Review - Part 1 Name: Mr. Leonard Intruction: Complete the following workheet. SHOW ALL OF YOUR WORK. 1. Determine whether each tatement i True or Fale. If the tatement i fale, correct the tatement o that it i true. (a) It i not poible to explain the Law in Chemitry and Biology term of the Law of Phyic. (b) Claical Phyic decribe the advancement that were made in the field of Phyic before publication of Iac Newton Principia in (c) Theorie and law in Phyic may change if experiment, conducted by everal group, how a reproducible reult which contradict the prediction of the theory or law. (d) A theory i what you viualize in your head when tudying a phenomenon you can not directly oberve, uch a the interaction between light and the electron in an atom. (e) It i impoible for a meaurement to have high preciion and low accuracy. (f) The SI unit of ma i the gram. (g) When an object i thrown into the air, and return to it initial height. The object pend the ame amount of time traveling upward a it doe traveling downward. (h) When an object i thrown vertically upward into the air, the object acceleration i momentarily zero when the object reache the top of it trajectory. ( i) Negative acceleration alway tend to decreae the peed of an object. (j) A car driving at a contant peed a it goe around a bend experience an acceleration becaue the direction of the car motion change.
2 Honor Phyic/Midterm Review - Part 1 Page 2 of 13 Name: 2. Determine the number of ignificant figure in each value. (a) 3.0 m (b) kg (c) Convert the following into the correponding bae unit in SI. (a) 2.0 ( 10 2) g (b) 1.2 n (c) 3.2 km min (d) 1.0 mm 2
3 Honor Phyic/Midterm Review - Part 1 Page 3 of 13 Name: 4. A Realtor meaure the area of a room. He meaure the length to be m with an uncertainty of ±2 cm and the width to be 8.00 m with an uncertainty of ±1 cm. (a) What i the percent uncertainty in the meaurement of the meaured length and width? (b) What i the uncertainty in the area meaured in quare meter? 5. Ue the figure below to anwer part (a) through (d). C D A B E F G H (a) E + H = (b) F E = (c) G + H = (d) E + F + G + H =
4 Honor Phyic/Midterm Review - Part 1 Page 4 of 13 Name: 6. After a day of hiking, you and a friend decide to top and etup camp. Since you don t want to camp right next to the trail, you and your friend decide to plit up in earch of a good camping pot. After walking 1 mile Wet, your fiend call you and tell you that he found an excellent pot under a large overhang. Your fiend tell you that he found the pot by walking 1 mile, in a direction 30 North of Eat from the trail. (a) Uing the pace below, draw a vector, A, which repreent your diplacement. Starting from the the tail of vector A, draw a vector, B, which repreent the diplacement of your friend. Finally, draw a vector, C, which how the path you would need to follow to meet up with your friend. Label all three vector. N E (b) How are the vector, A, B, C related? (I am looking for a mathematical expreion involving A, B, and C.) (c) Calculate the component of A (uing component along the North-South direction and the Eat- Wet direction). (d) Calculate the component of B. (e) Calculate the component of C. (f) Auming you walk in a traight line, determine how far you would need to walk to meet up with your friend. (g) In what direction hould you walk o that you will meet up with her?
5 Honor Phyic/Midterm Review - Part 1 Page 5 of 13 Name: 7. The graph below how the velocity of an object a a function of time. ( m ) v t () (a) What i the acceleration hown in the graph above? (b) How far doe the object travel between t 0 = 0.0 and t f = 5.0? 8. A runner accelerate to a velocity of 4.15 m in Hi average acceleration i a avg = m 2. What wa hi velocity when he began accelerating? 9. In getting ready to do a lam-dunk, a baketball player tart from ret and print to a peed of 6.0 m in Auming that the player accelerate at a contant rate, determine the ditance he run.
6 Honor Phyic/Midterm Review - Part 1 Page 6 of 13 Name: 10. A peed kater i traveling at 8 m. The kater hit a 5.0 m wide rough patch of ice and decide to low down. She leave the rough patch moving at 6 m. Auming the kater acceleration i contant, what wa her acceleration when kating over the rough patch of ice? 11. A rifle i aimed horizontally at a target that i 50 m away. The bullet hit the target 2.0 cm below the point where the rifle wa aimed. How fat wa the bullet moving when it left the barrel of the rifle?
7 Honor Phyic/Midterm Review - Part 1 Page 7 of 13 Name: 12. You kick a occer ball giving it an initial velocity of 20 m at and angle of 30 above the horizontal. (a) What are the horizontal and vertical component of the initial velocity. (b) What are the horizontal and vertical component of the velocity when the ball reache it maximum height? (c) How long doe it take for the ball to reach it maximum height? (d) What i the maximum height achieved by the ball? (e) How far doe the ball travel, in the horizontal direction, before hitting the ground? (f) How fat i the ball traveling the intant before hitting the ground?
8 Honor Phyic/Midterm Review - Part 1 Page 8 of 13 SOLUTIONS Solution to Midterm Review - Part 1 1. (a) Fale. Phyic i the mot fundamental cience. All baic cience can be explained in term of Phyic. 1. (b) Fale. Claical Phyic decribe the advancement that were made in the field of Phyic prior to the dicoverie of the atom, Eintein Theory of Relativity, and Quantum Mechanic. Thee dicoverie occurred during the late nineteenth and early twentieth centurie. 1. (c) True. 1. (d) Fale. A model i what you viualize. 1. (e) Fale. Preciion decribe how reproducible a meaurement i, while accuracy decribe how well it agree with the expected reult. A highly reproducible meaurement which diagree with the expected value ha high preciion by low accuracy. 1. (f) Fale. the SI unit of ma i the kilogram. 1. (g) True. 1. (h) Fale. The object velocity i momentarily zero. The acceleration i alway 9.8 m (i) Fale. An object dropped from ret peed up a it accelerate toward the ground. However, if we define up a the poitive direction and down a the negative direction, the acceleration of the object will be negative. 1. (j) True. 2. (a) Zero which are to the right of the decimal place and which occur after the firt non-zero digit are ignificant. So, 3.0 ha 2 ignificant figure. 2. (b) The two leading zero not ignificant. However, the zero between non-zero number i ignificant. So, ha 3 ignificant figure. 2. (c) The firt three zero are not ignificant becaue they occur before the firt non-zero digit. The zero at the end i ignificant becaue it: occur after the firt non-zero digit & appear to the right of the decimal place. So, ha 2 ignificant figure. 3. (a) 3. (b) 3. (c) 3. (d) 3.2 km min 2.0 ( 10 2) ( ) 1 kg g = 0.2 kg 1000 g 1.2 n ( 10 9 ) = 1.2(10 9 ) 1 n ( 1000 m 1 km ) ( 1 min ) = m 60 ( ) m mm 2 = 1.0 ( ) m 2 mm 4. (a) When calculating the percent uncertainty, we mut ue the ame unit for the uncertainty and the meaured value. Therefore, we mut convert the uncertainty into meter when we plug it into the
9 Honor Phyic/Midterm Review - Part 1 Page 9 of 13 SOLUTIONS formula for the percent uncertainty. ( ( ) ) m Percent Uncertainty = 100% m = 0.2% For the width we get: ( ( ) ) m Percent Uncertainty = 100% 8 m = 0.125% 4. (b) The percent uncertainty in the area i given by the Method of Adding Percent Error: 0.2% % = 0.325%. The meaured area i: (10 m) (8 m) = 80 m 2. Uing the percent uncertainty formula to olve for the uncertainty in the meaured area give: ( ) δx Percent Uncertainty = 100% x ( ) Percent Uncertainty δx = x 100% ( ) 0.325% = 80 m 2 100% = 0.26 m 2 5. (a) B 5. (b) A 5. (c) D 5. (d) 0 6. (a) N E A C B 6. (b) Firt you need to undo what you did when you walked one mile wet, which i accomplihed with a A. Then you need to walk one mile 30 North of Eat, which i B. So,
10 Honor Phyic/Midterm Review - Part 1 Page 10 of 13 SOLUTIONS C = B A 6. (c) For thi problem Eat will be the poitive x direction while North will be poitive y direction. Since you walked Wet, the x component of you diplacement i 1.0 mile, while the y component of your diplacement i zero mile. In other word: A x = 1.0 mile, A y = 0.0 mile. 6. (d) To find the x and y component of B we will need to ue trigonometry. B 30 B y B x A we can ee from the figure above, B x = (1.0 mile) co(30 ) = mile and B y = (1.0 mile) in(30 ) = 0.5 mile. 6. (e) In part (b) we found that C = B A. To find the x component of C all we need to do i apply thi equation to the x component of A and B. Looking at the y component give: C x = B x A x = mile ( 1.0 mile) = mile C y = B y A y = 0.5 mile 0 mile = 0.5 mile 6. (f) To find the ditance we need to walk, all we need to do i calculate the magnitude of C. C = Cx 2 + Cy 2 = 1.93 mile 6. (g) To find the direction of C we ue arctangent. N E θ C x C C y ( ) 0.5 mile θ = arctan mile = 15 North of Eat
11 Honor Phyic/Midterm Review - Part 1 Page 11 of 13 SOLUTIONS 7. (a) Recall that the lope of a velocity veru time graph give you the acceleration. Uing any two point on thi graph, we can calculate the lope, and therefore the acceleration. a = v t = 3.0 m 5.0 = 0.6 m 2 7. (b) From thi graph we can ee that the initial velocity i 1.0 m. We alo found the acceleration to be 0.6 m 2. Uing x = 1 2 a ( t)2 + v 0 t we can calculate x. x = 1 2 a ( t)2 + v 0 t (0.6 m 2 ) (5.0 ) 2 + = 1 2 = 12.5 m ( 1.0 m ) (5.0 ) 8. Once again we tart by writing down all the quantitie we know and need to know. v = 4.15 m a avg = m 2 t = 1.50 All we need to do to olve thi problem i apply the definition of average acceleration: a avg = v t a t = v f v 0 v 0 = v f a t = 4.15 m (0.64 m )(1.5 ) 2 = 3.19 m 9. Once again we tart by writing down all the quantitie we know and need to know. v 0 = 0 m v f = 6 m t = 1.5 The firt tep in olving thi problem i to calculate the player acceleration: a = v t = 6 m 1.5 = 4.0 m 2 From thi point we can proceed two way: uing x = 1 2 a t2 + v 0 t or v 2 f = v a x.
12 Honor Phyic/Midterm Review - Part 1 Page 12 of 13 SOLUTIONS I ve choen to ue the former, however you hould get he ame anwer regardle of which equation you chooe (in fact thi i an excellent way to check your anwer). x = 1 2 a t2 + v 0 t = 1 ( 4 m ) ( ) = 36 8 m = 4.5 m 10. Start by writing down all the quantitie we know and need to know. v 0 = 8 m v f = 6 m x = 5 m a =? Since we know the initial and final velocitie and were not given t, we hould ue vf 2 = v a x to olve for a. v 2 f = v a x a = v2 f v2 0 2 x = 2.8 m Start by writing down the known and unknown quantitie. x = 50 m v y,0 = 0 m y = 0.2 m v x =? We are told that the bullet travel 50 m in the x-direction in the ame time it take for the bullet for fall 20 cm in the y-direction. To find v x we will ue v x = x. Since we know x, all we need to do i t find t. To find t, we ue the y-component of the motion. y = 1 2 a y ( t) v 0 t ( t) 2 = 2 y g 2 y t = g Plugging thi into v x = x t give: v x = 783 m. = 6.39 (10 2 )
3pt3pt 3pt3pt0pt 1.5pt3pt3pt Honors Physics Impulse-Momentum Theorem. Name: Answer Key Mr. Leonard
3pt3pt 3pt3pt0pt 1.5pt3pt3pt Honor Phyic Impule-Momentum Theorem Spring, 2017 Intruction: Complete the following workheet. Show all of you work. Name: Anwer Key Mr. Leonard 1. A 0.500 kg ball i dropped
More informationUnit I Review Worksheet Key
Unit I Review Workheet Key 1. Which of the following tatement about vector and calar are TRUE? Anwer: CD a. Fale - Thi would never be the cae. Vector imply are direction-conciou, path-independent quantitie
More informationUniform Acceleration Problems Chapter 2: Linear Motion
Name Date Period Uniform Acceleration Problem Chapter 2: Linear Motion INSTRUCTIONS: For thi homework, you will be drawing a coordinate axi (in math lingo: an x-y board ) to olve kinematic (motion) problem.
More informationLinear Motion, Speed & Velocity
Add Important Linear Motion, Speed & Velocity Page: 136 Linear Motion, Speed & Velocity NGSS Standard: N/A MA Curriculum Framework (006): 1.1, 1. AP Phyic 1 Learning Objective: 3.A.1.1, 3.A.1.3 Knowledge/Undertanding
More informations s 1 s = m s 2 = 0; Δt = 1.75s; a =? mi hr
Flipping Phyic Lecture Note: Introduction to Acceleration with Priu Brake Slaing Exaple Proble a Δv a Δv v f v i & a t f t i Acceleration: & flip the guy and ultiply! Acceleration, jut like Diplaceent
More informationHSC PHYSICS ONLINE KINEMATICS EXPERIMENT
HSC PHYSICS ONLINE KINEMATICS EXPERIMENT RECTILINEAR MOTION WITH UNIFORM ACCELERATION Ball rolling down a ramp Aim To perform an experiment and do a detailed analyi of the numerical reult for the rectilinear
More informationChapter 9 Review. Block: Date:
Science 10 Chapter 9 Review Name: KEY Block: Date: 1. A change in velocity occur when the peed o an object change, or it direction o motion change, or both. Thee change in velocity can either be poitive
More informationMath Skills. Scientific Notation. Uncertainty in Measurements. Appendix A5 SKILLS HANDBOOK
ppendix 5 Scientific Notation It i difficult to work with very large or very mall number when they are written in common decimal notation. Uually it i poible to accommodate uch number by changing the SI
More informationConstant Force: Projectile Motion
Contant Force: Projectile Motion Abtract In thi lab, you will launch an object with a pecific initial velocity (magnitude and direction) and determine the angle at which the range i a maximum. Other tak,
More informationUnit 2 Linear Motion
Unit Linear Motion Linear Motion Key Term - How to calculate Speed & Ditance 1) Motion Term: a. Symbol for time = (t) b. Diplacement (X) How far omething travel in a given direction. c. Rate How much omething
More informationLinear Momentum. calculate the momentum of an object solve problems involving the conservation of momentum. Labs, Activities & Demonstrations:
Add Important Linear Momentum Page: 369 Note/Cue Here NGSS Standard: HS-PS2-2 Linear Momentum MA Curriculum Framework (2006): 2.5 AP Phyic 1 Learning Objective: 3.D.1.1, 3.D.2.1, 3.D.2.2, 3.D.2.3, 3.D.2.4,
More information3.3. The Derivative as a Rate of Change. Instantaneous Rates of Change. DEFINITION Instantaneous Rate of Change
3.3 The Derivative a a Rate of Change 171 3.3 The Derivative a a Rate of Change In Section 2.1, we initiated the tudy of average and intantaneou rate of change. In thi ection, we continue our invetigation
More informationV = 4 3 πr3. d dt V = d ( 4 dv dt. = 4 3 π d dt r3 dv π 3r2 dv. dt = 4πr 2 dr
0.1 Related Rate In many phyical ituation we have a relationhip between multiple quantitie, and we know the rate at which one of the quantitie i changing. Oftentime we can ue thi relationhip a a convenient
More informationSource slideplayer.com/fundamentals of Analytical Chemistry, F.J. Holler, S.R.Crouch. Chapter 6: Random Errors in Chemical Analysis
Source lideplayer.com/fundamental of Analytical Chemitry, F.J. Holler, S.R.Crouch Chapter 6: Random Error in Chemical Analyi Random error are preent in every meaurement no matter how careful the experimenter.
More informationCumulative Review of Calculus
Cumulative Review of Calculu. Uing the limit definition of the lope of a tangent, determine the lope of the tangent to each curve at the given point. a. f 5,, 5 f,, f, f 5,,,. The poition, in metre, of
More informationPractice Midterm #1 Solutions. Physics 6A
Practice Midter # Solution Phyic 6A . You drie your car at a peed of 4 k/ for hour, then low down to k/ for the next k. How far did you drie, and what wa your aerage peed? We can draw a iple diagra with
More informationFair Game Review. Chapter 7 A B C D E Name Date. Complete the number sentence with <, >, or =
Name Date Chapter 7 Fair Game Review Complete the number entence with , or =. 1. 3.4 3.45 2. 6.01 6.1 3. 3.50 3.5 4. 0.84 0.91 Find three decimal that make the number entence true. 5. 5.2 6. 2.65 >
More informationPhysics 218: Exam 1. Class of 2:20pm. February 14th, You have the full class period to complete the exam.
Phyic 218: Exam 1 Cla of 2:20pm February 14th, 2012. Rule of the exam: 1. You have the full cla period to complete the exam. 2. Formulae are provided on the lat page. You may NOT ue any other formula heet.
More informationKEY. D. 1.3 kg m. Solution: Using conservation of energy on the swing, mg( h) = 1 2 mv2 v = 2mg( h)
Phy 5 - Fall 206 Extra credit review eion - Verion A KEY Thi i an extra credit review eion. t will be worth 30 point of extra credit. Dicu and work on the problem with your group. You may ue your text
More informationDiscover the answer to this question in this chapter.
Erwan, whoe ma i 65 kg, goe Bungee jumping. He ha been in free-fall for 0 m when the bungee rope begin to tretch. hat will the maximum tretching of the rope be if the rope act like a pring with a 100 N/m
More informationImpulse. calculate the impulse given to an object calculate the change in momentum as the result of an impulse
Add Important Impule Page: 386 Note/Cue Here NGSS Standard: N/A Impule MA Curriculum Framework (2006): 2.5 AP Phyic 1 Learning Objective: 3.D.2.1, 3.D.2.2, 3.D.2.3, 3.D.2.4, 4.B.2.1, 4.B.2.2 Knowledge/Undertanding
More informationProblem Set 8 Solutions
Deign and Analyi of Algorithm April 29, 2015 Maachuett Intitute of Technology 6.046J/18.410J Prof. Erik Demaine, Srini Devada, and Nancy Lynch Problem Set 8 Solution Problem Set 8 Solution Thi problem
More informationHalliday/Resnick/Walker 7e Chapter 6
HRW 7e Chapter 6 Page of Halliday/Renick/Walker 7e Chapter 6 3. We do not conider the poibility that the bureau might tip, and treat thi a a purely horizontal motion problem (with the peron puh F in the
More informationNCAAPMT Calculus Challenge Challenge #3 Due: October 26, 2011
NCAAPMT Calculu Challenge 011 01 Challenge #3 Due: October 6, 011 A Model of Traffic Flow Everyone ha at ome time been on a multi-lane highway and encountered road contruction that required the traffic
More information( kg) (410 m/s) 0 m/s J. W mv mv m v v. 4 mv
PHYS : Solution to Chapter 6 Home ork. RASONING a. The work done by the gravitational orce i given by quation 6. a = (F co θ). The gravitational orce point downward, oppoite to the upward vertical diplacement
More informationMath 273 Solutions to Review Problems for Exam 1
Math 7 Solution to Review Problem for Exam True or Fale? Circle ONE anwer for each Hint: For effective tudy, explain why if true and give a counterexample if fale (a) T or F : If a b and b c, then a c
More informationa = f s,max /m = s g. 4. We first analyze the forces on the pig of mass m. The incline angle is.
Chapter 6 1. The greatet deceleration (of magnitude a) i provided by the maximum friction force (Eq. 6-1, with = mg in thi cae). Uing ewton econd law, we find a = f,max /m = g. Eq. -16 then give the hortet
More informationAP Physics Charge Wrap up
AP Phyic Charge Wrap up Quite a few complicated euation for you to play with in thi unit. Here them babie i: F 1 4 0 1 r Thi i good old Coulomb law. You ue it to calculate the force exerted 1 by two charge
More informationFrames of Reference and Relative Velocity
1.5 frame of reference coordinate ytem relative to which motion i oberved Frame of Reference and Relative Velocity Air how provide element of both excitement and danger. When high-peed airplane fly in
More informationConservation of Energy
Add Iportant Conervation of Energy Page: 340 Note/Cue Here NGSS Standard: HS-PS3- Conervation of Energy MA Curriculu Fraework (006):.,.,.3 AP Phyic Learning Objective: 3.E.., 3.E.., 3.E..3, 3.E..4, 4.C..,
More informationSolutions to homework #10
Solution to homework #0 Problem 7..3 Compute 6 e 3 t t t 8. The firt tep i to ue the linearity of the Laplace tranform to ditribute the tranform over the um and pull the contant factor outide the tranform.
More informationFair Game Review. Chapter 6. Evaluate the expression. 3. ( ) 7. Find ± Find Find Find the side length s of the square.
Name Date Chapter 6 Evaluate the epreion. Fair Game Review 1. 5 1 6 3 + 8. 18 9 + 0 5 3 3 1 + +. 9 + 7( 8) + 5 0 + ( 6 8) 1 3 3 3. ( ) 5. Find 81. 6. Find 5. 7. Find ± 16. 8. Find the ide length of the
More informationPhysics Exam 3 Formulas
Phyic 10411 Exam III November 20, 2009 INSTRUCTIONS: Write your NAME on the front of the blue exam booklet. The exam i cloed book, and you may have only pen/pencil and a calculator (no tored equation or
More information1. The F-test for Equality of Two Variances
. The F-tet for Equality of Two Variance Previouly we've learned how to tet whether two population mean are equal, uing data from two independent ample. We can alo tet whether two population variance are
More informationDisplacement vs. Distance Suppose that an object starts at rest and that the object is subject to the acceleration function t
MTH 54 Mr. Simond cla Diplacement v. Ditance Suppoe that an object tart at ret and that the object i ubject to the acceleration function t a() t = 4, t te over the time interval [,1 ]. Find both the diplacement
More informationSolving Radical Equations
10. Solving Radical Equation Eential Quetion How can you olve an equation that contain quare root? Analyzing a Free-Falling Object MODELING WITH MATHEMATICS To be proficient in math, you need to routinely
More informationThe Electric Potential Energy
Lecture 6 Chapter 28 Phyic II The Electric Potential Energy Coure webite: http://aculty.uml.edu/andriy_danylov/teaching/phyicii New Idea So ar, we ued vector quantitie: 1. Electric Force (F) Depreed! 2.
More informationUnderstand how units behave and combine algebraically. Know the 4 common prefixes and their numeric meanings.
Add Important The Metric Sytem Page: 91 NGSS Standard: N/A The Metric Sytem MA Curriculum Framework (006): N/A AP Phyic 1 Learning Objective: N/A Knowledge/Undertanding: Skill: Undertand how unit behave
More informationVelocity or 60 km/h. a labelled vector arrow, v 1
11.7 Velocity en you are outide and notice a brik wind blowing, or you are riding in a car at 60 km/, you are imply conidering te peed of motion a calar quantity. ometime, owever, direction i alo important
More informationPHYSICS 211 MIDTERM II 12 May 2004
PHYSIS IDTER II ay 004 Exa i cloed boo, cloed note. Ue only your forula heet. Write all wor and anwer in exa boolet. The bac of page will not be graded unle you o requet on the front of the page. Show
More informationFair Game Review. Chapter 6 A B C D E Complete the number sentence with <, >, or =
Name Date Chapter 6 Fair Game Review Complete the number entence with , or =. 1..4.45. 6.01 6.1..50.5 4. 0.84 0.91 Find three decimal that make the number entence true. 5. 5. 6..65 > 7..18 8. 0.0
More informationPHYSICS LAB Experiment 5 Fall 2004 FRICTION
FRICTION In thi experiment we will meaure the effect of friction on the motion of a body in contact with a particular urface. When a body lide or roll over another, it motion i oppoed by the force of friction
More informationThe Study of the Kinematic Parameters of a Vehicle Using the Accelerometer of a Smartphone
The Study of the Kinematic Parameter of a Vehicle Uing the Accelerometer of a Smartphone Marin Oprea Faculty of Phyic, Univerity of Bucharet, Bucharet-Magurele, Romania E-mail: opreamarin007@yahoo.com
More informationSolving Differential Equations by the Laplace Transform and by Numerical Methods
36CH_PHCalter_TechMath_95099 3//007 :8 PM Page Solving Differential Equation by the Laplace Tranform and by Numerical Method OBJECTIVES When you have completed thi chapter, you hould be able to: Find the
More informationSuggested Answers To Exercises. estimates variability in a sampling distribution of random means. About 68% of means fall
Beyond Significance Teting ( nd Edition), Rex B. Kline Suggeted Anwer To Exercie Chapter. The tatitic meaure variability among core at the cae level. In a normal ditribution, about 68% of the core fall
More informationPHYSICSBOWL March 29 April 14, 2017
PHYSICSBOWL 2017 March 29 April 14, 2017 40 QUESTIONS 45 MINUTES The ponor of the 2017 PhyicBowl, including the American Aociation of Phyic Teacher, are providing ome of the prize to recognize outtanding
More informationPhysics 741 Graduate Quantum Mechanics 1 Solutions to Final Exam, Fall 2014
Phyic 7 Graduate Quantum Mechanic Solution to inal Eam all 0 Each quetion i worth 5 point with point for each part marked eparately Some poibly ueful formula appear at the end of the tet In four dimenion
More informationSocial Studies 201 Notes for November 14, 2003
1 Social Studie 201 Note for November 14, 2003 Etimation of a mean, mall ample ize Section 8.4, p. 501. When a reearcher ha only a mall ample ize available, the central limit theorem doe not apply to the
More information= 16.7 m. Using constant acceleration kinematics then yields a = v v E The expression for the resistance of a resistor is given as R = ρl 4 )
016 PhyicBowl Solution # An # An # An # An # An 1 C 11 C 1 B 31 E 41 D A 1 B E 3 D 4 B 3 D 13 A 3 C 33 B 43 C 4 D 14 E 4 B 34 C 44 E 5 B 15 B 5 A 35 A 45 D 6 D 16 C 6 C 36 B 46 A 7 E 17 A 7 D 37 E 47 C
More information1.1 Speed and Velocity in One and Two Dimensions
1.1 Speed and Velocity in One and Two Dienion The tudy of otion i called kineatic. Phyic Tool box Scalar quantity ha agnitude but no direction,. Vector ha both agnitude and direction,. Aerage peed i total
More informationME 375 EXAM #1 Tuesday February 21, 2006
ME 375 EXAM #1 Tueday February 1, 006 Diviion Adam 11:30 / Savran :30 (circle one) Name Intruction (1) Thi i a cloed book examination, but you are allowed one 8.5x11 crib heet. () You have one hour to
More informationNewton s Laws & Inclined Planes
GP: ewton Law & Inclined Plane Phyic Mcutt Date: Period: ewton Law & Inclined Plane The ormal orce, Static and Kinetic rictional orce The normal orce i the perpendicular orce that a urace exert on an object.
More informationProf. Dr. Ibraheem Nasser Examples_6 October 13, Review (Chapter 6)
Prof. Dr. Ibraheem Naer Example_6 October 13, 017 Review (Chapter 6) cceleration of a loc againt Friction (1) cceleration of a bloc on horizontal urface When body i moving under application of force P,
More informationNotes on the geometry of curves, Math 210 John Wood
Baic definition Note on the geometry of curve, Math 0 John Wood Let f(t be a vector-valued function of a calar We indicate thi by writing f : R R 3 and think of f(t a the poition in pace of a particle
More informationSAPTARSHI JEE/NEET-2014
SAPTARSHI JEE/NEET-4 : Phyic Mark Time: Hour Note: For each wrong anwer, /4 th mark will be eucte. ) Two particle are releae from the ame height at an interval of. How long after the firt particle being
More informationSKAA 1213 Engineering Mechanics
SKAA 113 Engineering Mechanic TOPIC 8 KINEMATIC OF PARTICLES Lecturer: Roli Anang Dr. Mohd Yunu Ihak Dr. Tan Cher Siang Outline Introduction Rectilinear Motion Curilinear Motion Problem Introduction General
More informationMechanics. Free rotational oscillations. LD Physics Leaflets P Measuring with a hand-held stop-clock. Oscillations Torsion pendulum
Mechanic Ocillation Torion pendulum LD Phyic Leaflet P.5.. Free rotational ocillation Meauring with a hand-held top-clock Object of the experiment g Meauring the amplitude of rotational ocillation a function
More informationAP Physics Quantum Wrap Up
AP Phyic Quantum Wrap Up Not too many equation in thi unit. Jut a few. Here they be: E hf pc Kmax hf Thi i the equation for the energy of a photon. The hf part ha to do with Planck contant and frequency.
More informationDimensional Analysis A Tool for Guiding Mathematical Calculations
Dimenional Analyi A Tool for Guiding Mathematical Calculation Dougla A. Kerr Iue 1 February 6, 2010 ABSTRACT AND INTRODUCTION In converting quantitie from one unit to another, we may know the applicable
More informationPhysics 41 Homework Set 3 Chapter 17 Serway 7 th Edition
Pyic 41 Homework Set 3 Capter 17 Serway 7 t Edition Q: 1, 4, 5, 6, 9, 1, 14, 15 Quetion *Q17.1 Anwer. Te typically iger denity would by itelf make te peed of ound lower in a olid compared to a ga. Q17.4
More informationHolt Physics Problem 3E
NAME DATE CLASS Holt Phyic Problem 3E PROJECTILES LAUNCHED AT AN ANGLE PROBLEM SOLUTION 1. DEFINE. PLAN A flying fih leap out of the water with a peed of 15.3. Normally thee fih ue winglike fin to glide
More informationPractice Problem Solutions. Identify the Goal The acceleration of the object Variables and Constants Known Implied Unknown m = 4.
Chapter 5 Newton Law Practice Proble Solution Student Textbook page 163 1. Frae the Proble - Draw a free body diagra of the proble. - The downward force of gravity i balanced by the upward noral force.
More informationPractice Problems Solutions. 1. Frame the Problem - Sketch and label a diagram of the motion. Use the equation for acceleration.
Chapter 3 Motion in a Plane Practice Proble Solution Student Textbook page 80 1. Frae the Proble - Sketch and label a diagra of the otion. 40 v(/) 30 0 10 0 4 t () - The equation of otion apply to the
More informationName: Answer Key Date: Regents Physics. Energy
Nae: Anwer Key Date: Regent Phyic Tet # 9 Review Energy 1. Ue GUESS ethod and indicate all vector direction.. Ter to know: work, power, energy, conervation of energy, work-energy theore, elatic potential
More informationConvex Hulls of Curves Sam Burton
Convex Hull of Curve Sam Burton 1 Introduction Thi paper will primarily be concerned with determining the face of convex hull of curve of the form C = {(t, t a, t b ) t [ 1, 1]}, a < b N in R 3. We hall
More informationZ a>2 s 1n = X L - m. X L = m + Z a>2 s 1n X L = The decision rule for this one-tail test is
M09_BERE8380_12_OM_C09.QD 2/21/11 3:44 PM Page 1 9.6 The Power of a Tet 9.6 The Power of a Tet 1 Section 9.1 defined Type I and Type II error and their aociated rik. Recall that a repreent the probability
More information2015 PhysicsBowl Solutions Ans Ans Ans Ans Ans B 2. C METHOD #1: METHOD #2: 3. A 4.
05 PhyicBowl Solution # An # An # An # An # An B B B 3 D 4 A C D A 3 D 4 C 3 A 3 C 3 A 33 C 43 B 4 B 4 D 4 C 34 A 44 E 5 E 5 E 5 E 35 E 45 B 6 D 6 A 6 A 36 B 46 E 7 A 7 D 7 D 37 A 47 C 8 E 8 C 8 B 38 D
More information15 N 5 N. Chapter 4 Forces and Newton s Laws of Motion. The net force on an object is the vector sum of all forces acting on that object.
Chapter 4 orce and ewton Law of Motion Goal for Chapter 4 to undertand what i force to tudy and apply ewton irt Law to tudy and apply the concept of a and acceleration a coponent of ewton Second Law to
More informationLecture 21. The Lovasz splitting-off lemma Topics in Combinatorial Optimization April 29th, 2004
18.997 Topic in Combinatorial Optimization April 29th, 2004 Lecture 21 Lecturer: Michel X. Goeman Scribe: Mohammad Mahdian 1 The Lovaz plitting-off lemma Lovaz plitting-off lemma tate the following. Theorem
More informationPhysics Sp Exam #3 Name:
Phyic 160-0 Sp. 017 Exa #3 Nae: 1) In electrodynaic, a agnetic field produce a force on a oving charged particle that i alway perpendicular to the direction the particle i oving. How doe thi force affect
More information303b Reducing the impact (Accelerometer & Light gate)
Senor: Logger: Accelerometer High g, Light gate Any EASYSENSE capable of fat logging Science in Sport Logging time: 1 econd 303b Reducing the impact (Accelerometer & Light gate) Read In many porting activitie
More informationMAE 101A. Homework 3 Solutions 2/5/2018
MAE 101A Homework 3 Solution /5/018 Munon 3.6: What preure gradient along the treamline, /d, i required to accelerate water upward in a vertical pipe at a rate of 30 ft/? What i the anwer if the flow i
More informations much time does it take for the dog to run a distance of 10.0m
ATTENTION: All Diviion I tudent, START HERE. All Diviion II tudent kip the firt 0 quetion, begin on #.. Of the following, which quantity i a vector? Energy (B) Ma Average peed (D) Temperature (E) Linear
More informationÇankaya University ECE Department ECE 376 (MT)
Çankaya Univerity ECE Department ECE 376 (M) Student Name : Date : 13.4.15 Student Number : Open Source Exam Quetion 1. (7 Point) he time waveform of the ignal et, and t t are given in Fig. 1.1. a. Identify
More informationtwo equations that govern the motion of the fluid through some medium, like a pipe. These two equations are the
Fluid and Fluid Mechanic Fluid in motion Dynamic Equation of Continuity After having worked on fluid at ret we turn to a moving fluid To decribe a moving fluid we develop two equation that govern the motion
More informationSingular perturbation theory
Singular perturbation theory Marc R. Rouel June 21, 2004 1 Introduction When we apply the teady-tate approximation (SSA) in chemical kinetic, we typically argue that ome of the intermediate are highly
More informationSocial Studies 201 Notes for March 18, 2005
1 Social Studie 201 Note for March 18, 2005 Etimation of a mean, mall ample ize Section 8.4, p. 501. When a reearcher ha only a mall ample ize available, the central limit theorem doe not apply to the
More informationrepresented in the table? How are they shown on the graph?
Application. The El Pao Middle School girl baketball team i going from El Pao to San Antonio for the Tea tate championhip game. The trip will be 0 mile. Their bu travel at an average peed of 0 mile per
More informationElastic Collisions Definition Examples Work and Energy Definition of work Examples. Physics 201: Lecture 10, Pg 1
Phyic 131: Lecture Today Agenda Elatic Colliion Definition i i Example Work and Energy Definition of work Example Phyic 201: Lecture 10, Pg 1 Elatic Colliion During an inelatic colliion of two object,
More information(b) Is the game below solvable by iterated strict dominance? Does it have a unique Nash equilibrium?
14.1 Final Exam Anwer all quetion. You have 3 hour in which to complete the exam. 1. (60 Minute 40 Point) Anwer each of the following ubquetion briefly. Pleae how your calculation and provide rough explanation
More informationEC381/MN308 Probability and Some Statistics. Lecture 7 - Outline. Chapter Cumulative Distribution Function (CDF) Continuous Random Variables
EC38/MN38 Probability and Some Statitic Yanni Pachalidi yannip@bu.edu, http://ionia.bu.edu/ Lecture 7 - Outline. Continuou Random Variable Dept. of Manufacturing Engineering Dept. of Electrical and Computer
More informationUCM/CNF Worksheet 3: Universal Gravitation Adapted from AMTA 2013 Modeling Instruction Materials (U7 CNF Model WS4, V3.1)
UCM/CNF Workheet 3: Univeral Gravitation Adapted from AMA 2013 Modeling Intruction Material (U7 CNF Model WS4, V3.1) CELESIAL EFEENCE ABLE Body Ma (kg) adiu (km) Ditance from Surface Gravitational Sun
More informationMolecular Dynamics Simulations of Nonequilibrium Effects Associated with Thermally Activated Exothermic Reactions
Original Paper orma, 5, 9 7, Molecular Dynamic Simulation of Nonequilibrium Effect ociated with Thermally ctivated Exothermic Reaction Jerzy GORECKI and Joanna Natalia GORECK Intitute of Phyical Chemitry,
More informationPHYSICS 151 Notes for Online Lecture 2.3
PHYSICS 151 Note for Online Lecture.3 riction: The baic fact of acrocopic (everda) friction are: 1) rictional force depend on the two aterial that are liding pat each other. bo liding over a waed floor
More informationLecture 15 - Current. A Puzzle... Advanced Section: Image Charge for Spheres. Image Charge for a Grounded Spherical Shell
Lecture 15 - Current Puzzle... Suppoe an infinite grounded conducting plane lie at z = 0. charge q i located at a height h above the conducting plane. Show in three different way that the potential below
More informationMechanics Physics 151
Mechanic Phyic 151 Lecture 7 Scattering Problem (Chapter 3) What We Did Lat Time Dicued Central Force Problem l Problem i reduced to one equation mr = + f () r 3 mr Analyzed qualitative behavior Unbounded,
More informationDepartment of Mechanical Engineering Massachusetts Institute of Technology Modeling, Dynamics and Control III Spring 2002
Department of Mechanical Engineering Maachuett Intitute of Technology 2.010 Modeling, Dynamic and Control III Spring 2002 SOLUTIONS: Problem Set # 10 Problem 1 Etimating tranfer function from Bode Plot.
More informationPHYS 110B - HW #6 Spring 2004, Solutions by David Pace Any referenced equations are from Griffiths Problem statements are paraphrased
PHYS B - HW #6 Spring 4, Solution by David Pace Any referenced equation are from Griffith Problem tatement are paraphraed. Problem. from Griffith Show that the following, A µo ɛ o A V + A ρ ɛ o Eq..4 A
More informationComparing Means: t-tests for Two Independent Samples
Comparing ean: t-tet for Two Independent Sample Independent-eaure Deign t-tet for Two Independent Sample Allow reearcher to evaluate the mean difference between two population uing data from two eparate
More informationFinal Comprehensive Exam Physical Mechanics Friday December 15, Total 100 Points Time to complete the test: 120 minutes
Final Comprehenive Exam Phyical Mechanic Friday December 15, 000 Total 100 Point Time to complete the tet: 10 minute Pleae Read the Quetion Carefully and Be Sure to Anwer All Part! In cae that you have
More information1. A 500-kilogram car is driving at 15 meters/second. What's its kinetic energy? How much does the car weigh?
9. Solution Work & Energy Homework - KINETIC ENERGY. A 500-kilogram car i driing at 5 meter/econd. What' it kinetic energy? How much doe the car weigh? m= 500 kg 5 m/ Write Equation: Kinetic Energy = ½
More informationLecture 4 Topic 3: General linear models (GLMs), the fundamentals of the analysis of variance (ANOVA), and completely randomized designs (CRDs)
Lecture 4 Topic 3: General linear model (GLM), the fundamental of the analyi of variance (ANOVA), and completely randomized deign (CRD) The general linear model One population: An obervation i explained
More informationMidterm Test Nov 10, 2010 Student Number:
Mathematic 265 Section: 03 Verion A Full Name: Midterm Tet Nov 0, 200 Student Number: Intruction: There are 6 page in thi tet (including thi cover page).. Caution: There may (or may not) be more than one
More informationEF 151 Final Exam, Spring, 2009 Page 2 of 10. EF 151 Final Exam, Spring, 2009 Page 1 of 10. Name: Section: sina ( ) ( )( ) 2. a b c = = cosc.
EF 5 Final Exam, Spring, 9 Page of EF 5 Final Exam, Spring, 9 Page of Name: Section: Guideline: Aume 3 ignificant figure for all given number unle otherwie tated Show all of your work no work, no credit
More informationThe machines in the exercise work as follows:
Tik-79.148 Spring 2001 Introduction to Theoretical Computer Science Tutorial 9 Solution to Demontration Exercie 4. Contructing a complex Turing machine can be very laboriou. With the help of machine chema
More informationVectors v Scalars. Physics 1 st Six Weeks
Vectors v Scalars Physics 1 st Six Weeks An Appetizer to Start... Vectors vs. Scalars In Physics all quantities are in two categories: scalars & vectors. Scalar quantities are described by magnitude (i.e.
More informationLecture 9: Shor s Algorithm
Quantum Computation (CMU 8-859BB, Fall 05) Lecture 9: Shor Algorithm October 7, 05 Lecturer: Ryan O Donnell Scribe: Sidhanth Mohanty Overview Let u recall the period finding problem that wa et up a a function
More informationHELICAL TUBES TOUCHING ONE ANOTHER OR THEMSELVES
15 TH INTERNATIONAL CONFERENCE ON GEOMETRY AND GRAPHICS 0 ISGG 1-5 AUGUST, 0, MONTREAL, CANADA HELICAL TUBES TOUCHING ONE ANOTHER OR THEMSELVES Peter MAYRHOFER and Dominic WALTER The Univerity of Innbruck,
More informationMoment of Inertia of an Equilateral Triangle with Pivot at one Vertex
oment of nertia of an Equilateral Triangle with Pivot at one Vertex There are two wa (at leat) to derive the expreion f an equilateral triangle that i rotated about one vertex, and ll how ou both here.
More informationCodes Correcting Two Deletions
1 Code Correcting Two Deletion Ryan Gabry and Frederic Sala Spawar Sytem Center Univerity of California, Lo Angele ryan.gabry@navy.mil fredala@ucla.edu Abtract In thi work, we invetigate the problem of
More information