Chapter 1-10: Introduction to Forces and Motion (Flashcards)

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A set of Question-and-Answer flashcards covering the key concepts from the provided lecture notes on forces, vectors, and motion.

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18 Terms

1
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What are the two broad categories of forces introduced in Chapter 1, and why does the direction of the vector matter?

Contact forces and action-at-a-distance forces; the direction of the vector matters because it determines the net effect on the object when forces are summed.

2
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What symbol is used to denote the net force (the sum of all forces) acting on an object, and what is its origin?

The capital Greek letter Sigma (Σ); it represents the sum of all forces acting on the object.

3
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How are vectors typically handled when analyzing forces on an object?

By resolving them into components along chosen axes (usually x and y) and then summing the components.

4
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When dealing with motion on an incline, which direction is taken as the x-axis and why?

Along the incline (parallel to the surface) to simplify solving the problem to one-dimensional motion along the incline.

5
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What is the unit of force, and what is the relation between weight, mass, and gravity?

The Newton (N); weight W = m g, where m is mass and g is gravitational acceleration (~9.8 m/s^2 on Earth).

6
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Name three common types of forces discussed in these notes.

Tension, weight, normal force (also friction and spring/elastic/ restoring force are discussed as well).

7
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What is tension and how is it typically represented in these notes?

The pulling force along a rope or cord; often represented by T or sometimes capital C.

8
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What is the spring (elastic) force and what is it called?

The restoring force inside a spring that tends to return to equilibrium; called the elastic force or restoring force, proportional to the displacement (Hooke's Law F = -k x).

9
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What is the normal force?

The perpendicular contact force exerted by a surface on an object, balancing perpendicular components of other forces.

10
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What is a Free Body Diagram (FBD)?

A diagram that shows all external forces acting on an object depicted as vectors attached to the object.

11
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What is an external force in Newton's laws, and how does it relate to acceleration?

A force exerted on the object by external agents (environment, other objects); the net external force Fnet determines the acceleration via Fnet = m a.

12
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State Newton's first law as described in the notes.

An object moves with constant velocity (or remains at rest) if the net external force on it is zero.

13
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What is a noninertial frame of reference, and why is it mentioned in this context?

A frame of reference that is accelerating; in such frames fictitious forces may appear in the analysis.

14
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Why is it useful to align the x-axis with the incline in problems?

It simplifies the problem to one-dimensional motion along the incline and clarifies the force components along and perpendicular to the surface.

15
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What does the symbol ΣF represent in physics problems?

The sum of all forces acting on the object (the net force).

16
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What role does friction play in the discussion of forces?

Friction is a contact force that can act along a surface and must be included in free body diagrams when present.

17
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How do you determine acceleration from forces?

Compute the net external force Fnet by summing all forces vectorially, then use a = Fnet / m.

18
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What is the difference between mass and weight?

Mass is the amount of matter in an object; weight is the force due to gravity acting on that mass, W = m g.