(Mon) Bartenders Bert and Ernie are playing Soda Stein Shuffleboard on the bar. If Bert pushes a stein with a mass of 900 g with a force of 11.55 N from.

Slides:



Advertisements
Similar presentations
Time (s)012 Mass of car & bucket (kg) Mass of falling bucket (kg) Force of falling bucket (F = m x a (earth) ) (N) Acceleration of the system ( F = m.
Advertisements

(Mon) A kg block starts from rest at the top of a 30
Energy Physics 11. Types of Energy  Name as many different types of energy as you can. Think of an example to go with each.
(Mon) Earthquakes make 3 main types of waves. In physics, there are 2 types of waves. What do you think these two types are and how do they move? (5 min.
(Mon) A small boy standing at the top of a tall snowy hill is making a snowman. If the head of the snowman has a mass of 10 kg, and the body of the snowman.
a) The kinetic energy of the car. b) The distance it takes to stop.
Thermal Energy Find the final temperature when 350 g of zinc at 135 o C is mixed with 650 g of water at 22 o C.
Newton 2 Slide 1 Newton’s 2 nd Law of Motion Force and Acceleration.
Physics 203 – College Physics I Department of Physics – The Citadel Physics 203 College Physics I Fall 2012 S. A. Yost Chapter 4 Newton’s Laws – Part 3.
1. A 1250 Kg car going 23 m/s can gain how much elevation on a very tall hill if it loses no energy to friction? (27 m)
(Mon) A 75 kg man jumps off of the roof of his garage 8 m above the ground and lands on his trampoline 1 m above the ground. If the total spring coefficient.
(Mon) A 2600 kg (5750lb) Escalade and a 1160 kg (2550lb) Cooper Mini are stopped at a stoplight. When the light turns green, and both accelerate to 20.
(Mon) You are watching waves at the beach. If you count 10 waves come up on the beach in 30 seconds, what is the period of the beach waves? (5 min / 6.
(Mon) Electrostatic force depends on the amount of charge on the ions and the distance between the charges. Which change would have a bigger affect – doubling.
(Tue) We will be starting daily warm up questions tomorrow. How do you complete and grade the daily warm up question (6 parts)? (5 min / 0 pts)
(Mon) A roller coaster car loaded with people has a mass of 1000 kg. If the car is raised to the top of the first hill 100 m above the starting point,
Force. Something that changes the state of rest or the state of motion of an object. Can be a push or a pull Unit of measure Newtons N.
(Mon) What beat frequency is heard when two tuning forks having frequencies of 435 Hz and 432 Hz are placed next to each other? (5 min / 6 pts)
Newton’s Laws of motion. Aristotle - Science by observation. Moving objects Galileo - Science by experiment. Rate of fall Moving objects.
V = u + at ????? Linear Kinematics.
(Mon) Practice worksheet – no warmup. (Tue) You are pushing a 500 kg car that ran out of gas and is at rest on a flat road. If you apply a constant force.
(Mon) The Electromagnetic Spectrum has 7 major groups based on the EM wave’s frequency. What are the 7 major groups in the EM Spectrum? (5 min / 7 pts)
5a. The plane and pulley are frictionless a) If A has a mass of 23.1 kg, and B has a mass of 5.63 kg, what is the tension in the string, and the acceleration.
(Mon) You are pushing a 500 kg car that ran out of gas and is at rest on a flat road. If you apply a constant force for 30 seconds and move the car 50.
Power Contents: Definition of Power Whiteboards Jambalaya Whiteboards.
Physics 1D03 - Lecture 19 Kinetic Energy. Physics 1D03 - Lecture 19 Then the Work-Energy Theorem says: The total work done by all external forces acting.
(Mon) What is the one major change in electrical and electronic devices that happened because transistors replaced large vacuum tubes (5 min / 5 pts)
Friction and Normal Forces
(Mon) We will be starting daily warm up questions this week. How do you complete the daily warm up question? (0 pts / 5 min)
F = ma F = Force m = Mass a = Acceleration. The Manned Manoeuvring Unit.
(Mon) Bartenders Bert and Ernie are playing Soda Stein Shuffleboard on the bar. If Bert pushes a stein with a mass of 900 g with a force of N from.
(Mon) There are 2 main types of errors in science experiments: accuracy and precision. What is the difference between accuracy and precision? (4 pts /
Problem 6 V terminal = mg / b = (70kg)(9.8m/s^2) / 0.13 Ns^/m^2 = 5277 m/s Problem 1 If we assume that a salt shaker holds about 1/2 cup of salt than this.
Work Done by Varying Force Physics 513. You May Not Glide Through This One… An air-track glider of mass kg is attached to a spring with force constant.
Conservation of energy Contents: Definition Conservation of Energy Sample problem 1 Sample problem 2 Whiteboards.
Energy Physics 11. Think about… 5 min 1) Why is energy important? 2) Where does energy come from? Where does it go? 3) How do we capture energy? 4)How.
Frictional Force A force that opposes motion Acts parallel to the
Chapter 12 Review a d 13 kg b c A box is accelerated to the right across the smooth surface of a table with an applied force of 40 Newtons. The table surface.
More Centripetal Force Examples Answers
Coefficient of Friction: Inclined Plane
Aim: How do we define power?
CONSERVATION OF ENERGY
Problem Solving Strategy
More Centripetal Force Problems
A Piece of Cake Will cover all physics topics since August 10, 2016.
Work.
Kinetic Energy Energy associated with the object’s motion.
PHYS 1443 – Section 003 Lecture #12
Chapter 5 Work and Energy.
Forces and Free Body Diagrams
Oregon State University PH 211, Class #18
Work and Power.
Ch. 6 slides.ppt Forces2.ppt.
Friction and Normal Force
Example Problems for Newton’s Second Law Answers
Newton’s Laws of Motion
Sun Mon Tue Wed Thu Fri Sat
Energy, e (Units of joules (J))
Newton’s Second Law If all forces are in balance, object is at equilibrium and does accelerate Newton’s second law applies when forces are unbalanced;
Total Energy before = Total Energy After
Dynamics III Friction and Inclines.
Total Energy before = Total Energy After
Sun Mon Tue Wed Thu Fri Sat
Impulse, Momentum and Collisions
Newton’s Law of Universal Gravitation
Question C Force and Motion F F m F F m d d
Conservation of Mechanical Energy
Gravitational Force and Inclined Planes
Sun Mon Tue Wed Thu Fri Sat
Projectile Motion and Spring Problems
Presentation transcript:

(Mon) Bartenders Bert and Ernie are playing Soda Stein Shuffleboard on the bar. If Bert pushes a stein with a mass of 900 g with a force of N from rest for 0.5 s, what will be the stein’s speed when he stops pushing? (10 min / 5 pts)

F = ma a = F/m a = N / 0.9 kg a = m/s² v f = v i + at v f = 0.0 m/s + (12.83 m/s²)(0.5 s) v f = 6.42 m/s

(Tue) Bartenders Bert and Ernie are playing Soda Stein Shuffleboard on the bar. If Bert pushes a 0.9 kg stein so that it has a speed of 6.42 m/s on a frictionless bar 1 m tall, how far will the stein travel horizontally after it falls off the end of the bar? (10 min/5 pts)

(Tue) Bartenders Bert and Ernie are playing Soda Stein Shuffleboard on the bar. If Bert pushes a 0.9 kg stein so that it has a speed of 6.42 m/s on a frictionless bar 1 m tall, how far will the stein travel horizontally after it falls off the end of the bar? In the “Y” direction X Dir Y Dir ΔxΔx Vi Vf a ΔtΔt 6.42 m/s 0 m/s² 1.0 m 0 m/s m/s² Δx = vi + ½at² 1m = 0m/s + (0.5)(-9.81m/s²)(t²) (1m)/(4.905m/s²) = t² 0.2 s² = t² 0.45 s = t 0.45 s In the “X” direction Δx = vt Δx = (6.42m/s)(0.45s) Δx = 2.89 m

(Wed) Bartenders Bert and Ernie are playing Soda Stein Shuffleboard on the bar. If Bert pushes a 0.9 kg stein with an initial speed of 6.42 m/s on a bar with a coefficient of friction of 0.3, how far will the stein travel before it stops? (10 min / 10 pts)

Fg = ma FX DirY Dir Fg Fn Ff Net Fg = (0.9 kg)(-9.81m/s²) Fg = N N Fn = -Fg 8.83 N Ff = μ Fn Ff = (0.3)(8.83 N) Ff = 2.65 N N 0 N N F = ma F/m = a (-2.65N)/(0.9kg) = a m/s² = a vf² = vi² + 2aΔx 0 m/s = (6.42m/s)² + (2)(-2.94m/s²)(Δx) ( m²/s²)/(-5.88 m/s²) = Δx Δx = 7.0 m

(Thu) Bartenders Bert and Ernie are playing Soda Stein Shuffleboard on the bar. If Bert pushes a 0.9 kg stein from rest to 6.42 m/s for 0.5 s, how much work did Bert do to push the stein? (8 min / 5 pts)

v f = v i + at Method # m/s = 0 m/s + a(0.5 s) m/s² = a F = ma F = (0.9kg)(12.84 m/s²) F = N vf² = vi² +2aΔx (6.42m/s)² = (0m/s)² +(2)(12.84m/s²)Δx 1.605m = Δx W = Fd W = ( N)(1.605 m)W = J Method #2 W = ΔKE W = KEf - KEi W = ½mv f ² - ½mv i ² W = ½(0.9kg)(6.42m/s)² - 0 W = J (Thu) Bartenders Bert and Ernie are playing Soda Stein Shuffleboard on the bar. If Bert pushes a 0.9 kg stein from rest to 6.42 m/s for 0.5 s, how much work did Bert do to push the stein? (8 min/5 pts)

(Fri) Bartenders Bert and Ernie are playing Soda Stein Shuffleboard on the bar. Ernie rigs the glass to leak soda to throw off Bert. If Bert pushes a 0.9 kg stein at 6.42 m/s at the start, and 0.4 kg soda leaks out, what is the final speed for the stein (assume frictionless bar)? (7 min / 5 pts)

ρi = ρf m 1 v 1 = m 2 v 2 (0.9 kg)(6.42 m/s) = (0.5 kg)(v 2 ) m/s = v 2 (Fri) Bartenders Bert and Ernie are playing Soda Stein Shuffleboard on the bar. Ernie rigs the glass to leak soda to throw off Bert. If Bert pushes a 0.9 kg stein at 6.42 m/s at the start, and 0.4 kg soda leaks out, what is the final speed for the stein (assume frictionless bar)? (7 min/5 pts)

End of Week Procedures 1.Add up all the points you got this week 2.Put the total number of points out of 30 points you earned at the top of your page (no total, lose 5 points) 3.List any dates you were absent or tardy (and why) 4.Make sure your name and period # is on the top of the page (no name, no credit) 5.Turn in your papers