Who is mommy hancock
Mommy Hancock is Dead
What is the definition of Kinetic Energy?
What is... The energy of an object in motion.
What is the definition of Thermal Energy?
What is...A type of Kinetic Energy. The internal energy of a substance/object due to the movement of particles within the substance/object
What does absorbing energy mean?
What is...the movement of energy into the material
What does it mean when energy is being transformed?
What is...Energy changing from one type of energy to another type of energy
MOMMY?
What is the Mathematical formula for Kinetic Energy?
What is...K.E.=(1/2)(Mass)(V^2)
Rubbing two wooden sticks together can sometimes result in a fire. What would increase the probability of a fire starting?
What is...More movement.
What does reflected energy mean?
What is...energy striking matter and bouncing off of it
What does it mean when energy is Transferred?
What is...Energy being moved from one place to another
What is daddy Hancock's favorite game
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How does speed affect the amount of Kinetic Energy an object has?
What is...The more speed the more energy there is. Motion has more impact on the energy than mass does.
Why might it make more sense to have dark colored roofs in cold climate areas, and light colored roof tops in hot climates?
What is...Dark colors help absorb light energy, which increases the thermal energy of anything it is on/around. In cold climates, this is a good idea to use in order to save energy and money. Light colors do not absorb as much energy as dark colors do. In hot climates, this is a good idea to use so that your house does not overheat.
What does Transmitted Energy mean?
What is...The energy that can be passed through the matter.
What does Conservation of energy mean?
What is...To reduce/save energy supply
How does mass affect Gravitational Potential Energy?
What is...The more mass there is, the more energy the object can have.
What is conduction?
The transfer of Thermal energy from one material to another, by direct contact with each other.
The efficiency of an average gasoline powered car is about 20%. This means,
What is... 80% of the energy is not useful energy. It is being turned into thermal, sound, or light energy.
What happens to the energy that is not absorbed?
What is...The energy that is not absorbed is being transmitted to a new substance or it is being reflected off somewhere else.
What is the Law of Conservation on Energy?
What is...Energy cannot be created nor destroyed, it can only change form
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
What is...
a. 0 J
b. 50 J
c. 100 J
What are the different ways that thermal energy is transferred?
What is conduction, convection, and radiation
Is an incandescent light bulb more or less energy efficient than an LED one? Explain in terms of light and thermal energy.
What is...Incandescent light bulb are less efficient than LED (Fluorescent) light bulbs because incandescent light bulbs release a lot of their energy as thermal energy and only producing some light. While fluorescent light bulbs convert most of the energy into light energy and almost no thermal energy.
Does all matter interact with light energy the same?
What is...no, light energy does not interact with all matter the same way. There are different types of matter that all have special properties, such as color, reflectiveness, conductivity, and more properties that affect how light energy interacts with the matter.
Free for all:
The first team to have this image copied neatly will get the points for their team.