Types of Energy
Energy of Motion
What is Kinetic Energy
Explain the transformation that takes place when you rub your hands together. START FROM THE SUN ( 4 steps)
What is radiant energy to chemical energy to mechanical to thermal
As the speed of an object decreases its kinetic energy will ______________________.
What is decrease
Wind turbines convert _________________ energy into electrical energy.
What is mechanical (or kinetic)
An energy source that is replenished continually (not an example).
What is renewable resource
The type of Energy that depends on mass and position
What is potential energy
Explain the transformation that takes place when you turn on a flashlight. From the battery to the light. 4 steps
What is Chemical (of the battery) to electrical to radiant to thermal
As the speed of a falling object increases, its potential energy will _____________________.
What is decrease
Hydroelectricity can generate electricity because of the initial _______________________ energy of the water.
What is potential
An energy source that is used up faster that is can be replaced. (not an example)
What is a nonrenewable resource
Type of energy that depends on the speed of molecules.
What is thermal or heat energy
Explain the transformation of a book falling from table. 3 steps
What is potential (or gravitational potential) to kinetic to thermal
When you drop a book on the floor, what happens to its original potential energy?
What is the potential energy was transferred to kinetic to thermal and sound energy
Coal oil, natural gas, wind and solar energy all are used to make electricity. However, solar and wind energy are different, what is it about the these energy sources that make then different from the first three
What is fossil fuels. Wind and Solar are renewable energy sources.
A device that transforms mechanical energy into electrical energy.
What is a turbine (generator)
Explain the transformation of energy that occurs when you use a toaster to toast bread
What is electrical to radiant to thermal.
A basketball is dropped from a height of 2m and another identical basketball is dropped from a height of 4m. Which ball has more kinetic energy just before it hits the ground?
What is The basketball dropped from a height of 4m
Explain hydroelectric energy and give one advantage and one disadvantage.
What is hydroelectric energy is using the potential energy of water and turning it into electrical energy. One advantage is it does not pollute. One disadvantage is that it disrupts aquatic life.
State the Law of Conservation of Energy
What is Energy can not be created of destroyed it can only be transferred or transformed.
What type of energy transformation occurs when you use a solar panel to power a fan.
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
What is radiant to electrical (wire) to mechanical (the motor) to kinetic.
When you drop a tennis ball, it hits the floor and bounces back up but not to its original height. Explain why
What is some energy has been transferred to another form.
Some of the energy has been transferred to thermal and sound when it hits the ground and therefore it does not have enough energy to return to its original height
Explain how nuclear energy is used to create electricity and give one advantage and one disadvantage.
What is Uranium atoms are split and heat is released to boil water. The boiling water creates steam. The steam turns a turbine and the turbine tunrs a generator, which makes a flow of electrons. One advantage is that is does not pollute the air. One disadvantage is that is makes radioactive waste.
Name Each type of energy and give an example.
What is Kinetic, Potential, Light, Heat, Chemical, Nuclear, and electrical