LT 1.06 - 1.07 - Stefanie Wiley | Library

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1

There is a _ amount of energy locked into a __ amount of matter.

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1

If we took the mass of all the electrons, protons, and neutrons and added them together, what should we get according to the conservation of mass.

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1

The combined mass of all the component pieces ends up being MORE than 12.0000 amu. The "extra" mass was actually where when the atom was whole?

Required

1

When using E=mc^2, the unit for energy is

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1

Which of these are not one of the 4 fundamental forces?

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1

What is the strongest fundamental force at the small scale inside an atom?

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1

What force holds the nucleus together?

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1

What happens to the nucleus when it becomes too big and is no longer stabilized by the strong nuclear force?

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1

In the famous equation E=mc^2, what does 'E' represents?

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1

In the famous equation E=mc^2, what does 'm' represents?

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1

Which statement correctly relates to the concept of small mass-big energy?

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1

Which formula is used to describe the small mass-big energy concept?

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1

What is the role of the strong nuclear force?

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1

Which particles does the strong nuclear force primarily act upon?

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1

What happens to the strong nuclear force as the distance between particles increases?

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1

When compared to electromagnetic force, how strong is the strong nuclear force?

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1

Which force overcomes the strong nuclear force at larger distances?

Required

1

LT 1.06 - 1.07

LT 1.06 - 1.07

There is a _ amount of energy locked into a __ amount of matter.

If we took the mass of all the electrons, protons, and neutrons and added them together, what should we get according to the conservation of mass.

The combined mass of all the component pieces ends up being MORE than 12.0000 amu. The "extra" mass was actually where when the atom was whole?

When using E=mc^2, the unit for energy is

Which of these are not one of the 4 fundamental forces?

What is the strongest fundamental force at the small scale inside an atom?

What force holds the nucleus together?

What happens to the nucleus when it becomes too big and is no longer stabilized by the strong nuclear force?

In the famous equation E=mc^2, what does 'E' represents?

In the famous equation E=mc^2, what does 'm' represents?

Which statement correctly relates to the concept of small mass-big energy?

Which formula is used to describe the small mass-big energy concept?

What is the role of the strong nuclear force?

Which particles does the strong nuclear force primarily act upon?

What happens to the strong nuclear force as the distance between particles increases?

When compared to electromagnetic force, how strong is the strong nuclear force?

Which force overcomes the strong nuclear force at larger distances?

How does the strong nuclear force varies with distance?

There is a _ amount of energy locked into a __ amount of matter.

If we took the mass of all the electrons, protons, and neutrons and added them together, what should we get according to the conservation of mass.

The combined mass of all the component pieces ends up being MORE than 12.0000 amu. The "extra" mass was actually where when the atom was whole?

When using E=mc^2, the unit for energy is

Which of these are not one of the 4 fundamental forces?

What is the strongest fundamental force at the small scale inside an atom?

What force holds the nucleus together?

What happens to the nucleus when it becomes too big and is no longer stabilized by the strong nuclear force?

In the famous equation E=mc^2, what does 'E' represents?

In the famous equation E=mc^2, what does 'm' represents?

Which statement correctly relates to the concept of small mass-big energy?

Which formula is used to describe the small mass-big energy concept?

What is the role of the strong nuclear force?

Which particles does the strong nuclear force primarily act upon?

What happens to the strong nuclear force as the distance between particles increases?

When compared to electromagnetic force, how strong is the strong nuclear force?

Which force overcomes the strong nuclear force at larger distances?

How does the strong nuclear force varies with distance?

LT 1.06 - 1.07

LT 1.06 - 1.07

There is a ___ amount of energy locked into a ____ amount of matter.

If we took the mass of all the electrons, protons, and neutrons and added them together, what should we get according to the conservation of mass.

The combined mass of all the component pieces ends up being MORE than 12.0000 amu. The "extra" mass was actually where when the atom was whole?

When using E=mc^2, the unit for energy is

Which of these are not one of the 4 fundamental forces?

What is the strongest fundamental force at the small scale inside an atom?

What force holds the nucleus together?

What happens to the nucleus when it becomes too big and is no longer stabilized by the strong nuclear force?

In the famous equation E=mc^2, what does 'E' represents?

In the famous equation E=mc^2, what does 'm' represents?

Which statement correctly relates to the concept of small mass-big energy?

Which formula is used to describe the small mass-big energy concept?

What is the role of the strong nuclear force?

Which particles does the strong nuclear force primarily act upon?

What happens to the strong nuclear force as the distance between particles increases?

When compared to electromagnetic force, how strong is the strong nuclear force?

Which force overcomes the strong nuclear force at larger distances?

How does the strong nuclear force varies with distance?

There is a ___ amount of energy locked into a ____ amount of matter.

If we took the mass of all the electrons, protons, and neutrons and added them together, what should we get according to the conservation of mass.

The combined mass of all the component pieces ends up being MORE than 12.0000 amu. The "extra" mass was actually where when the atom was whole?

When using E=mc^2, the unit for energy is

Which of these are not one of the 4 fundamental forces?

What is the strongest fundamental force at the small scale inside an atom?

What force holds the nucleus together?

What happens to the nucleus when it becomes too big and is no longer stabilized by the strong nuclear force?

In the famous equation E=mc^2, what does 'E' represents?

In the famous equation E=mc^2, what does 'm' represents?

Which statement correctly relates to the concept of small mass-big energy?

Which formula is used to describe the small mass-big energy concept?

What is the role of the strong nuclear force?

Which particles does the strong nuclear force primarily act upon?

What happens to the strong nuclear force as the distance between particles increases?

When compared to electromagnetic force, how strong is the strong nuclear force?

Which force overcomes the strong nuclear force at larger distances?

How does the strong nuclear force varies with distance?

There is a _ amount of energy locked into a __ amount of matter.

There is a _ amount of energy locked into a __ amount of matter.