Work and Energy

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Work and Energy

description

Work and Energy. Not a type of energy:. a) Chemical b) Electrical c) Mechanical d) Political. By definition, Mechanical Energy means “the energy required to:”. Boil water Fix a car Move an object Heat a home. Two types of mechanical energy:. Nuclear and Electrical - PowerPoint PPT Presentation

Transcript of Work and Energy

Page 1: Work and Energy

Work and Energy

Page 2: Work and Energy

Not a type of energy:

a) Chemicalb) Electricalc) Mechanicald) Political

Page 3: Work and Energy

By definition, Mechanical Energy means “the energy required to:”

a) Boil waterb) Fix a carc) Move an objectd) Heat a home

Page 4: Work and Energy

Two types of mechanical energy:

a) Nuclear and Electricalb) Electrical and Kineticc) Kinetic and Gravitationald) Thermal and Electrical

Page 5: Work and Energy

The General Equation for all Mechanical Work is:

a) W = Fxdb) W = mghc) W = ½ mv2

d) W = mg

Page 6: Work and Energy

Work can be done by:

a) Boiling waterb) Raising a book onto a shelfc) Accelerating a massd) All of the above

Page 7: Work and Energy

I can do work by:

a) dropping a book.b) Holding a heavy bag of groceriesc) Skateboarding at a constant speed.d) Doing push-ups

Page 8: Work and Energy

I can do work by:

a) Writing a letterb) Jogging to schoolc) Climbing stairsd) Building a fort

Page 9: Work and Energy

The Earth does work when:

a) I lift a book on to a shelfb) I am tobogganing down a hillc) I drive my card) I skate along the canal

Page 10: Work and Energy

A ramp has an IMA of 5. This means:

a) It takes a force of 5N to push a 1N weight up the ramp.

b) It takes a force of 1N to push a 5N weight up the ramp.

c) If it takes 5J of energy to lift an object without the ramp, it will only take 1J of energy using the ramp.

d) If it takes 1J of energy to lift an object without the ramp, it will take 5J of energy using the ramp.

Page 11: Work and Energy

A simple machine:

a) Allows us to do the same work with less energy.

b) Allows us to do the same work with more energy.

c) Allows us to do the same work with less force.

d) Allows us to do the same work with more force.

Page 12: Work and Energy

A frictionless pulley system has an IMA of 5. Which is True:

a) To lift a mass up 5m, I need to pull 1m of ropeb) To lift a mass up 1m, I need to pull 5m of ropec) To lift a 1N weight, I need a force of 5N.d) None of the above

Page 13: Work and Energy

A pulleys system has friction. Which of the following is FALSE:

a) The AMA of the system is less than the IMA of the system.

b) The efficiency of the system is less than 100%c) It will take more force to lift the weight using

the pulley system than without the pulley system.

d) It will take more energy to lift the weight using the pulley system than without the pulley system

Page 14: Work and Energy

To pull a nail out of a block of wood, you need a lever with a high MA because:

a) You need a lot of force to move a small mass.b) The nail moves a greater distance than your

hand does.c) A small force from your hand will be

converted into a larger force pulling the nail.d) You want to pull the nail using less work.

Page 15: Work and Energy

This machine has an IMA less than 1.0:

a) Crowbarb) Baseball batc) Rampd) Hole punch

Page 16: Work and Energy

Beaker tongs have an IMA of 1.0. The tongs are used because:

a) They allow us to grip the beaker without burning our fingers

b) They reduce the force on the beaker, making it less likely to break.

c) They increase the force on the beaker, making it less likely to slip.

d) They allow us to lift a heavy beaker with less force.

Page 17: Work and Energy

A machine has an efficiency of 80%. This means:

a) The machine is frictionlessb) The AMA is less than the IMAc) The IMA is less than the AMAd) Applied force is more than the load force

Page 18: Work and Energy

A skateboarder is gliding down a hill. Halfway down the hill, the

total energy of the skateboarder is: a) Egb) Ekc) Ek + Egd) mcΔT

Page 19: Work and Energy

A skateboarder sits at rest atop a ramp. The speed of the skateboarder halfway down the

ramp is calculated. The LOC of energy says:a) Ek = Eg’b) Ek + Eg = Ek’ + Eg’c) Ek = Eg’ + Ek’d) Eg = Eg’ + Ek’