Formative Assessment. FA6.2: 1. A 5.20 kg object speeds up from 3.10 m/s to 4.20 m/s. What is the change in kinetic energy? (20.9 J)

Slides:



Advertisements
Similar presentations
Work and Energy.
Advertisements

Work- Mechanical Energy - To Do Work, Forces Must Cause Displacements frictionlessfrictionlessfrictionlessfrictionless.
If we knew what we were doing, it wouldn't be called research, would it? -- Albert Einstein.
Practice Problem #1 A weightlifter bench presses 80kg (approx. 175lbs.) 0.75m straight up. a. How much work does she do, assuming constant velocity, in.
Force Scenario Solutions
Gravitational potential energy. Conservation of energy
A non-bouncy object is dropped from the top of a 100m building. If the object comes to rest upon hitting the ground, does this defy conservation of energy?
AP Physics B Summer Course 年AP物理B暑假班
Work, Energy, And Power m Honors Physics Lecture Notes.
Work and Energy Quiz Show your work on a separate sheet of paper and staple your work to the back.
ENERGY LCHS Dr.E.
Energy Chapter 5. What is energy? The property of an object that allows it to produce a change in itself or its environment. The property of an object.
Energy Chapter 5. Mechanical Energy Energy due to movement or position. Energy due to movement or position. Kinetic Energy – energy of motion Kinetic.
-PotentialEnergy -Conservation of Mechanical Energy in an isolated system, without friction. AP Physics C Mrs. Coyle.
Work and Energy Chapter 7.
a) The kinetic energy of the car. b) The distance it takes to stop.
Physics 151: Lecture 16, Pg 1 Physics 151: Lecture 16 Today’s Agenda l Today’s Topics: çConservation of mechanical energy çNonconservative forces and loss.
General Physics 1, Additional questions By/ T.A. Eleyan
A block is launched up a frictionless 40° slope with an initial speed v and reaches a maximum vertical height h. The same block is launched up a frictionless.
1a. Positive and negative work
T101Q7. A spring is compressed a distance of h = 9.80 cm from its relaxed position and a 2.00 kg block is put on top of it (Figure 3). What is the maximum.
Energy – The capacity to do work
Rotational Kinetic energy
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)
Bellringer 10/25 A 95 kg clock initially at rest on a horizontal floor requires a 650 N horizontal force to set it in motion. After the clock is in motion,
Chapter 5 Work and Energy. Force, displacement  WORK.
Units: 1Newton . 1 meter = 1 joule = 1J
Potential Energy and Conservative Forces
Energy m m Physics 2053 Lecture Notes Energy.
Work and Energy: Jeopardy Review Game $2 $5 $10 $20 $1 $2 $5 $10 $1 $2 $5 $10 $1 $2 $5 $20 $5 $1 Kinetic Energy Potential Energy MachinesWork and Power.
Work and Energy. Work a force that causes a displacement of an object does work on the object W = Fdnewtons times meters (N·m) or joules (J)
Work and Energy Chapter 7 Conservation of Energy Energy is a quantity that can be converted from one form to another but cannot be created or destroyed.
Energy Conservation And Non-Conservative Forces. Conservation of Mechanical Energy Definition of mechanical energy: (8-6) Using this definition and considering.
Conservation of Energy
Fall Semester Review: Physics Situation 1: Air resistance is ignored. A person is standing on a bridge that is 150 m above a river. a. If a stone with.
A certain pendulum consists of a 2
332 – UNIT 6 WORK & ENERGY.
Work and Energy x Work and Energy 06.
Hour Exam 2 Review 9:00 Exam is Tomorrow (Wednesday) at 7:00 pm.
WHITE BOARD TIME !! CONSERVE ENERGY. E T = PE G + KE + PE S When comparing the energy at two different positions on a system, the total energy at one.
1. Work [W] = N*m = J Units: Work done by forces that oppose the direction of motion will be negative. Work and energy A. PositiveB. NegativeC. Zero Example:
Potential and Kinetic Energy…
Work- Mechanical Energy - ‘To Do Work, Forces Must Cause Displacements’ frictionless.
Conservation of Energy
DO NOW: Work = _________________
AP Physics Semester Review 26 is torque
Copyright © 2007, Pearson Education, Inc., Publishing as Pearson Addison-Wesley. Important forms of energy How energy can be transformed and transferred.
B1 Fred O’Dadark exerts 34.0 N on a rope that makes a 28.0 o angle with the ground, sliding a sled 227 m along the ground. What work did he do? (
Potential and Kinetic Energy How is all energy divided? Potential Energy Kinetic Energy All Energy Gravitation Potential Energy Elastic Potential Energy.
“Straight Forward” Work Problem Steve exerts a steady force of magnitude 210 N on a stalled car as he pushes it a distance of 18 m to the East. The car.
 Work  Kinetic Energy  Work/Kinetic Energy Theorem  Potential Energy  Power Work, Energy & Power.
Conservation of Energy Aim: How does energy transfer from one form to another?
Do Now: 1. You push a crate up a ramp with a force of 10 N, but despite your pushing the crate slides 4 m down the ramp. How much work did you do? 2. A.
1a. Positive and negative work
Work and energy 1. Work Wf = |fk| |Δx| cos(180°) = -|fk| |Δx| < 0
Essential Question: How do you calculate potential and kinetic energy?
Unit 7: Work, Power, and Mechanical Energy.
Aim: How do we apply conservation of energy to solving problems?
AP 1 Energy practice.
Work Who does the most work? Definition of work in physics:
Aim: How do we explain conservation of energy?
Aim: How do we explain conservation of energy?
Total Energy before = Total Energy After
Total Energy before = Total Energy After
Mechanical Energy.
Work and Energy Practice
Practice for FA5.2.
Energy and Momentum.
T101-Q-1 Figure 1 shows the spring force as a function of position x for a spring-block system resting on a frictionless table. The block is released at.
Honors Review Problems
Presentation transcript:

Formative Assessment

FA6.2: 1. A 5.20 kg object speeds up from 3.10 m/s to 4.20 m/s. What is the change in kinetic energy? (20.9 J)

1. If a 45.0 N/m spring is compressed 35.0 cm, what is its compression when it has released 2.00 J of potential energy from this point? (18.3 cm)

1. A clock uses a 4.28 kg mass to store energy. If it goes from a height of 1.85 m from the floor to a height of 1.12 m from the floor, how much energy did it release? (30.7 J)

2. A massless spring with a spring constant of 34.0 N/m is compressed 5.80 cm horizontally and used to shoot an 18.0 gram marble across a frictionless table. What is the speed of the marble? (2.52 m/s)

3. A 3.40 kg bowling ball hanging from the ceiling on a long string swings from side to side like a pendulum. When it is at rest 15.0 cm above its lowest point on the left side, I shove it from rest with a force of 11.0 N for a distance of m in the direction it is going. How high will it swing on the other side? (Neglect friction) (26.5 cm)

4. A 580. kg rollercoaster is going 7.50 m/s on the top of a 1.20 m tall hill, how fast is it going on top of a 3.50 m tall hill? (Neglect friction) (3.34 m/s)

Practice problems

1. a. A 26.0 N/m spring is stretched m. If it is given 7.30 J more potential energy, how much has it been stretched? m

b. A baseball pitcher speeds a kg ball from rest to 39.2 m/s over a distance of 1.78 m. What must be the average force exerted on the ball? (Neglect friction or any change in elevation) 62.6 N

c. A 1350 kg car is moving at some speed at an elevation of 4.62 m partway up a hill, and then coasts to a stop at an elevation of 14.2 m. How fast was it going at 4.62 m elevation? (Neglect friction) 13.7 m/s

d. A 125 kg sled is going 3.31 m/s at the top of a 2.65 m tall hill. At the bottom it hits a patch of dirt that exerts a slowing force of N for 6.12 m. How fast is the sled going after the dirt patch? (Neglect friction) 7.04 m/s

2. a. A kg hammer is going 9.80 m/s. How fast is it going if it is given 29.0 more J of kinetic energy? 14.1 m/s

b. A 1540 kg car starts at rest and rolls down a hill. At the bottom it is going 13.2 m/s. How high was the hill? (Neglect friction) 8.88 m

c. Mom gives 48.0 kg Tamara a push from rest on her massless sled for a distance of 7.60 m at the top of a 3.40 m tall hill. If she is going 9.33 m/s at the bottom of the hill, what force did Mom exert at the top to speed her up? (Neglect friction) 64.2 N

d. A 421 kg rollercoaster car going 3.54 m/s hits an accelerator that exerts a force of 718 N to speed up the car over a distance of 14.9 m. The car then rolls up a hill where it is going 4.52 m/s. What is the height of the hill? (Neglect friction) 2.19 m

3. a. A 37.0 N/m spring is compressed 1.40 m. How much energy is released if it is allowed to expand so that it is compressed only 1.20 m? 9.62 J

b. A kg ball compresses a massless spring with a constant of 38.0 N/m a vertical distance of m, and is then released so that it shoots straight up. To what maximum height does the ball rise above its lowest position with the spring compressed? (Neglect friction) 5.39 m

c. A kg ball compresses a massless spring with a constant of 38.0 N/m a vertical distance of m, and is then released so that it shoots straight up. What is the velocity of the ball when it has risen a distance of 3.50 m above its lowest point? (Neglect friction) 6.08 m/s

d. A 748 kg rollercoaster car is going 8.50 m/s at the top of a 3.15 m tall hill. At what height is it when it is going 4.50 m/s? (Neglect friction) 5.80 m

4. a. A 5.60 kg mass is 3.80 m above the ground. What is its height after it has gained 550. J more of potential energy? 13.8 m

b. A kg baseball is popped straight up, and goes 18.3 m in the air before coming back down. What was its initial velocity? (Neglect friction) 18.9 m/s

c. A 1725 kg car going 13.7 m/s on a level road strikes a 1540 N/m spring that slows it down. What is the velocity of the car when it has compressed the spring 12.0 m? (Neglect friction) 7.69 m/s

d. A 657 kg Rollercoaster car at rest on top of a 4.63 m tall hill is sped up by a force of 7480 N for a distance of 4.50 m. What is the height of the car when it is going 7.42 m/s (Neglect friction) 7.05 m

5. a. A kg baseball speeds up from 6.70 m/s to 8.10 m/s. What is the change in kinetic energy? 1.50 J

b. Ferdinand exerts a force of N for a distance of 21.5 m on the level speeding up a 1230 kg car initially at rest. The car then rolls up an incline. How much elevation will the car gain before it stops? (Neglect friction) m

c. Reginald exerts a force of N for a distance of 55.0 m on the level speeding up a 1027 kg car from rest. The car then rolls up an incline. What elevation has the car gained when it has a velocity of 2.50 m/s? (Neglect friction) m

d. A 415 kg roller coaster car initially at rest is launched from the top of a 4.31 m tall hill by a 1890 N/m spring compressed a distance of 5.75 m. What is the speed of the car when it is at the top of a 7.18 m tall hill? (Neglect friction) 9.71 m/s

question