vocabulary 1
vocabulary 2
pictures
multiple choice
100

Strength or energy as an attribute of physical action or movement.( a push or pull on an object )

What is Force?

100

The speed of something in a given direction.

What is Velocity?

100


What is Acceleration

100

The vector sum of forces acting on a particle or body. What is the correct term that matches the definition?

A) Proportional

B) Gravity 

C) Net Force 

D) Reference Point 

What is C) Net Force?

200

The quantity of matter which a body contains, as measured by its acceleration under a given force or by the force exerted on it by a gravitational field.

What is Mass?

200

The amount of space between two things or people (the space between two objects)

What is Distance?

200

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

What is Friction?

200

Corresponding in size or amount to something else. What term matches the definition?

A) Proportional

B) Gravity

C) Net Force

D) Reference Point 

What is A)Proportional?

300

The action or process of moving or being moved.

What is Motion?

300

 Two forces acting in opposite directions on an object, and equal in size.

What is Balanced Forces?

300

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

What is Gravity?

300

 For every action, there is an equal and opposite reaction. Which one of Newton's laws is this?

A)Newton's First law

B)Newton's Second Law

C)Newton's Third law

What is C)Newton's Third law?

400

The rate at which someone or something is able to move or operate.

What is Speed?

400

Forces that cause a change in the motion of an object.(force or mass is greater on one side)

What is Unbalanced Forces?

400

What term is used to describe this graph?

What is Constant Speed?

400

An object will remain at rest or in uniform motion in a straight line unless acted upon by an external force. Which one of Newton's laws is this?

A)Newton's First law

B)Newton's Second law

C)Newton's Third law 

What is B)Newton's First law?

500

The quantity of motion of a moving body, measured as a product of its mass and velocity.(the impetus gained by a moving object.)

Impetus-the force or energy with which a body moves.

What is momentum?

500

Three physical laws that, together, laid the foundation for classical mechanics. They describe the relationship between a body and the forces acting upon it, and its motion in response to those forces

What is Newton's Laws of Motion?

500

Definition- a basis or standard for evaluation, assessment, or comparison; a criterion.

What term is used to describe zero in the picture above?

HINT-- ___Blank___ Point

What is Reference Point?

500

 The acceleration of an object as produced by a net force is directly proportional to the magnitude of the net force, in the same direction as the net force, and inversely proportional to the mass of the object. Which of Newton's laws is this?

A)Newton's First law

B)Newton's Second law

C)Newton's Third law

What is B) Newton's Second law

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