Vertical Acceleration – Ex. 1

Slides:



Advertisements
Similar presentations
1. What is the weight of a 3.40 kg mass?
Advertisements

Lets Practice Drawing FBD’s and Solving Problems
Chapter 8: Dynamics II: Motion in a Plane
Force Scenario Solutions
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.
Module 4, Recitation 2 Concept Problems. ConcepTest Tension I 1) 0 N 2) 50 N 3) 100 N 4) 150 N 5) 200 N You tie a rope to a tree and you pull on the rope.
Standardized Test Practice 1
A force of 48N acts on a particle on a rough horizontal plane and at an angle of 20° above the horizontal. Given the particle is on the point of slipping,
Ropes and Pulleys.
Net Force Contents: What is the Net force Using Newton’s Second law with more than one forceUsing Newton’s Second law with more than one force Whiteboard.
Net Force – Example 1 Using Weight F = ma 35 N – N = (5.0 kg)a N = (5.0 kg)a a = m/s/s TOC 5.0 kg 35 N What is the acceleration?
ActivPhysics OnLine Problem 2.4 Rocket Blasts Off Draw free body diagram. Choose upwards : + downwards: -
Newton’s Laws of Motion Problems MC Questions
Force Chapter 6. Force Any push or pull exerted on an object.
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)
Newton’s 3 rd Law Action and Reaction. Force Pairs A force is always applied by a secondary object The object to which the force is applied also exerts.
1.) An object projected straight upward with an initial velocity of 88.2m/s will reach its maximum altitude of 396.9m in 9s. If after 5s the object is.
Forces & Newton’s Laws of Motion
1 Higher Still Multiple Choice Mechanics: Forces.
Forces Newton’s Second Law.
CHAPTER 4 FORCES IN 1-D FORCE Force is anything which causes a body to start moving when it is at rest, or stop when it is moving, or deflect once it.
Newton’s Laws of Motion Newton’s First Law If there is no unbalanced force an object will move at constant velocity or remain at rest. Newton’s Second.
Net Force Contents: What is the Net force Using Newton’s Second law with more than one forceUsing Newton’s Second law with more than one force Whiteboard.
Vertical Acceleration – Ex kg A 5.0 kg mass hangs on a string with a tension of 65 N. What is the acceleration of the mass?
REVISION What two parts make up the stopping distance of a vehicle?
 An object at rest will remain at rest unless acted on by an unbalanced force. An object in motion continues in motion with the same speed and in the.
Force Chapter 6. Force Any push or pull exerted on an object.
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.
A 9.0 kg object hangs on a string that can have a maximum tension of 275 N. What is the shortest time you could raise the object from rest a distance of.
1. A physics teacher twirls a roll of masking tape in a 2.2 m radius vertical circle. What is the minimum velocity at the top of the circle that will keep.
1. A Pirate Ship accelerates uniformly from 1.80 m/s to 5.60 m/s with an acceleration of 1.25 m/s/s. What was its displacement? (11.2 m) suvatsuvat.
LESSON OBJECTIVE Practise Newton’s 2 nd law A car is using a tow bar to pull a trailer along a straight, level road. There are resisting forces R acting.
Chemistry 20 Gases Bingo Activity Science 10 Physics Bingo Activity.
F = ma F = Force m = Mass a = Acceleration. The Manned Manoeuvring Unit.
Projectile Motion The motion of a falling object with air resistance and gravity acting on it.
Welcome to Keyboarding JEOPARDY KEYBOARDING Final Jeopardy Question Newton’s Laws Vertical forces 100 Forces General friction
Apparent Weight. Apparent Weight of an object is the reading on a ___________ scale when that object is placed on it.
Gravitational Force  Gravity= a force of attraction between objects, “pulls” objects toward each other  Law of universal gravitation= all objects in.
“Law of Acceleration” Forces can be BALANCED or UNBALANCED Balanced forces are equal in size (magnitude) and opposite in direction UNbalanced.
Motion in a vertical circle
University Physics: Mechanics
Physics Support Materials Higher Mechanics and Properties of Matter
Breakdown of Exam Style Questions
Free Fall Free Fall Examples
May the force be with you.
Weight Fg = mg Fg=weight m=mass g=acceleration due to gravity Ex: Calculate the weight of a 12 kg toy cart. What is the difference between weight and.
Dynamics Connected particles Tow bars.
FORCES AND NEWTON’S LAWS OF MOTION
Forces and Free Body Diagrams
Ch. 4 slides Forces.ppt.
Simple applications Of 1st & 2nd Laws.
CHAPTER 4 FORCES IN 1-D.
Dynamics Force Problems Day #1.
Ch. 5 slides.ppt Forces.ppt.
FORCE AND MOTION.
Forces and Free Body Diagrams
1-Dimensional Vertical Motion
Chapter 4 Connected Objects.
Newton’s 2nd Law of Motion
Engineering Mechanics
LAW OF FALLING BODIES.
Unit 1 Our Dynamic Universe Newton’s Laws
University Physics: Mechanics
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;
Rocket Problems Answers
A block of mass m resting on a horizontal
Net Force Contents: What is the Net force
Aim: How do we solve static equilibrium problems?
1979B2. A 10‑kg block rests initially on a table as shown in cases I and II above. The coefficient of sliding friction between the block and the table.
Apparent Weight.
Presentation transcript:

Vertical Acceleration – Ex. 1 A 5.0 kg mass hangs on a string with a tension of 65 N. What is the acceleration of the mass? 5.0 kg

Vertical Acceleration – Ex. 2 A 510 kg elevator accelerates downwards at 1.5 m/s/s. What is the tension in the cable supporting it? 510 kg

Vertical Acceleration – Ex. 3 A 1350 kg elevator moving downwards at 5.31 m/s arrests its motion in 2.10 seconds. What is the tension in the elevator as it stops? 1350 kg

1. A 314 kg elevator accelerates upward 4. 7 m/s/s 1. A 314 kg elevator accelerates upward 4.7 m/s/s. What is the tension in the cable supporting it? (4556 ≈ 4600 N)

2. A 314 kg elevator accelerates downward at 2. 7 m/s/s 2. A 314 kg elevator accelerates downward at 2.7 m/s/s. What is the tension in the cable supporting it? (2233 ≈ 2200 N)

3. A 10.0 kg mass hangs on a string with a tension of 126 N, what is its acceleration? (2.79 ≈ 2.8 m/s/s upwards)

4. A 10. 0 kg mass hangs on a string with a tension of 52 4. A 10.0 kg mass hangs on a string with a tension of 52.0 N, what is its acceleration? (-4.61 ≈ 4.6 m/s/s downwards)

5. A 62 kg climber falling at 9.4 m/s has their downward motion arrested in a distance of 5.3 m. What is the tension on the rope if the acceleration is uniform? (1125 ≈ 1100 N)

6. A 1420 kg elevator is moving upwards at 4.1 m/s and stops in 1.7 s. What is the tension in the cable supporting the elevator as it stops? (10,505 ≈ 11,000 N)

7. A 23. 1 kg rocket can generate 513 N of thrust 7. A 23.1 kg rocket can generate 513 N of thrust. In what time can it reach a speed of 63.9 m/s? Neglect the change in mass of the rocket. (5.15 s)

8. The emergency brakes on a 1520 kg elevator can exert 62 8. The emergency brakes on a 1520 kg elevator can exert 62.5 kN of force. An elevator falling at 34.5 m/s would be brought to rest in what vertical displacement by these brakes? (19.0 m down)