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Ch 4 Newton’s Laws This is a “big” chapter. Newton’s Laws #1: Law of Inertia or Laziness  Objects want to keep doing what they are already doing. Objects.

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Presentation on theme: "Ch 4 Newton’s Laws This is a “big” chapter. Newton’s Laws #1: Law of Inertia or Laziness  Objects want to keep doing what they are already doing. Objects."— Presentation transcript:

1 Ch 4 Newton’s Laws This is a “big” chapter

2 Newton’s Laws #1: Law of Inertia or Laziness  Objects want to keep doing what they are already doing. Objects at rest stay at rest or objects moving at constant speed in a straight line continue doing this unless an outside thing (force ) acts on them.

3 Newton’s Laws #2: F = ma (or better yet, a = F/m)  An object changes its motion (accelerates) when a net unbalanced force acts. The amount of change (acceleration) also depends on the mass of the object

4 Newton’s Laws #3: Forces exist in pairs  For every force there is an equal and opposite force acting on another object.  Forces are interactions between 2 things. Golf ball/golf club, tire/road, etc.

5 Mass vs. Weight Mass (kg) is a measure of inertia. It’s a property of the material which doesn’t change whether you are in outer space or on mars. Weight is a force which depends on the gravitational pull (or gravitational acceleration) F g = mg

6 Common Forces F g = mg ( weight) F normal = contact force perpendicular to plane of contact F friction acts parallel to the plane of surface contact. Frictional force can be static or kinetic. F fk = u F n ( u = coefficient of friction, a property of the materials in contact)

7 Free Body Diagrams FBD’s are essential to solving problems involving multiple forces. Isolate the object and draw arrows to represent each separate force acting. Force Arrows typically point away from the object and should be drawn approximately to scale. FBD’s show forces but not direction of motion.

8 Free Body Diagrams

9 Method for solving Newton’s 2 nd Law problems Choose a coordinate system Draw a Force Diagram (free body diagram) Resolve forces into their x- and y- components (if necessary) For each direction write Newton’s 2 nd law a = F/m (for both x- and y- directions) Solve


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