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Introduction to
Forces
Where do they come from? How are they measured? How are
they added & Subtracted?
What does motion have to do with
Forces?
◼ You’d be surprised at how closely
these two concepts go together.
◼ Suppose I asked you to move a heavy
desk in the classroom. How would you
move it?
◼ Get on one side & start pushing
◼ Grab the legs & start pulling
◼ Either way, you would be using force.
What is a force?
◼ A push or pull
◼ Change the motion of all objects
◼ Anytime you see something moving, you can be
sure that a force created its motion.
Forces are Everywhere
◼ Without forces, sports, dancing, driving…
basically everything would be impossible.
◼ Some forces, like weight, are present when
things are not moving.
Types of Forces
1. Contact force: created between two
touching objects (holding a pencil,
hugging someone, etc)
2. Gravity: force of attraction between
two objects, Earth’s gravity pulls on
all objects
3. Friction: a force that resists motion
between two surfaces that are
pressed together
Types of Forces
◼ Looking at this picture again, there is
another force present … what is it?
◼ What is holding the skater up?
◼ The ground!
◼ It is called the normal force.
◼ It is the support force exerted upon an
object which is in contact with another
stable object.
◼ For example, if a book is resting upon a
surface, then the surface is exerting an
upward force upon the book in order to
support the weight of the book.
Normal Force
QuickTime™ and a
TIFF (LZW) decompressor
are needed to see this picture.
Units
◼ Newton (N)
◼ 1 newton = accelerating a 1 kg object at 1 m/s each
second
◼ 1 pound = 4.448 newtons
QuickTime™ and a
TIFF (LZW) decompressor
are needed to see this picture.
QuickTime™ and a
TIFF (Uncompressed) decompressor
are needed to see this picture.
Forces have MAGNITUDE & Direction
◼ Like velocity, force is a vector.
◼ That means it has size (magnitude) & direction.
◼ Magnitude = amount or strength of the force
◼ Measured in Newtons
Force Vectors
◼ A vector is an arrow used
to show the direction &
size of a force.
◼ The arrow points in the
direction of the force.
◼ The length or thickness of
the arrow represents the
size or magnitude of the
force.
Force Vector Examples
◼ A smaller force of 5 N would have a small skinny arrow.
◼ A larger force of 500 N would have either a long arrow or a
thick one.
◼ (yes, this a real image of The Shockwave jet truck traveling at at
376 mph - it set the record for semis.)
Combining forces
◼ Usually, more than one force is exerted on an
object at the same time.
◼ The sum of all forces acting on an object is called
the net force.
◼ You need to look at the net force in order to figure
out if or how an object will move.
Balanced Forces
◼ Net force = zero
◼ No “change” in motion
◼ List 3 examples of balanced
forces:
◼ Paper on desk
◼ You in the chair
◼ Flag not moving
◼ A plane or car, moving at a
CONSTANT RATE or SPEED.
Unbalanced Forces
◼ There is a net force acting on
an object.
◼ Causes a change in motion
◼ Possible to add the forces
together to find the size &
direction of the net force.
Unbalanced forces
◼ If the forces are moving
in the same direction,
add the forces.
◼ Example:
◼ Girl pushes 25 N to the right
◼ Boy pulls 20 N to the right
◼ Net Force = 45 N to the right
◼ The piano moves to the right
Unbalanced forces
◼ If the forces are moving
in opposite directions,
subtract the forces.
◼ Example:
◼ Dog #1 pulls 10 N to the left
◼ Dog #2 pulls 12 N to the right
◼ Net Force = 2 N to the right
8. Forces & Motion
QuickTime™ and a
decompressor
are needed to see this picture.
You Try It: Calculating Net Force
You Try It: Net Force
You Try It: Net Force
Sample Test Question #1
◼ Answer: D
◼ Each box has the same
magnitude of force (3 N), but
in 3 different directions.
◼ That makes them totally
different from one another.
◼ D is the only possible
answer.
Sample Test Question #2
◼ Answer: A
◼ The box will move 30 N
downward & 10 N to the left
Draw this in your little book in “additional notes”
1328228711111111111111111111111111111.pdf
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1328228711111111111111111111111111111.pdf

  • 1. Introduction to Forces Where do they come from? How are they measured? How are they added & Subtracted?
  • 2. What does motion have to do with Forces? ◼ You’d be surprised at how closely these two concepts go together. ◼ Suppose I asked you to move a heavy desk in the classroom. How would you move it? ◼ Get on one side & start pushing ◼ Grab the legs & start pulling ◼ Either way, you would be using force.
  • 3. What is a force? ◼ A push or pull ◼ Change the motion of all objects ◼ Anytime you see something moving, you can be sure that a force created its motion.
  • 4. Forces are Everywhere ◼ Without forces, sports, dancing, driving… basically everything would be impossible. ◼ Some forces, like weight, are present when things are not moving.
  • 5. Types of Forces 1. Contact force: created between two touching objects (holding a pencil, hugging someone, etc) 2. Gravity: force of attraction between two objects, Earth’s gravity pulls on all objects 3. Friction: a force that resists motion between two surfaces that are pressed together
  • 6. Types of Forces ◼ Looking at this picture again, there is another force present … what is it? ◼ What is holding the skater up? ◼ The ground! ◼ It is called the normal force. ◼ It is the support force exerted upon an object which is in contact with another stable object. ◼ For example, if a book is resting upon a surface, then the surface is exerting an upward force upon the book in order to support the weight of the book. Normal Force QuickTime™ and a TIFF (LZW) decompressor are needed to see this picture.
  • 7. Units ◼ Newton (N) ◼ 1 newton = accelerating a 1 kg object at 1 m/s each second ◼ 1 pound = 4.448 newtons QuickTime™ and a TIFF (LZW) decompressor are needed to see this picture. QuickTime™ and a TIFF (Uncompressed) decompressor are needed to see this picture.
  • 8. Forces have MAGNITUDE & Direction ◼ Like velocity, force is a vector. ◼ That means it has size (magnitude) & direction. ◼ Magnitude = amount or strength of the force ◼ Measured in Newtons
  • 9. Force Vectors ◼ A vector is an arrow used to show the direction & size of a force. ◼ The arrow points in the direction of the force. ◼ The length or thickness of the arrow represents the size or magnitude of the force.
  • 10. Force Vector Examples ◼ A smaller force of 5 N would have a small skinny arrow. ◼ A larger force of 500 N would have either a long arrow or a thick one. ◼ (yes, this a real image of The Shockwave jet truck traveling at at 376 mph - it set the record for semis.)
  • 11. Combining forces ◼ Usually, more than one force is exerted on an object at the same time. ◼ The sum of all forces acting on an object is called the net force. ◼ You need to look at the net force in order to figure out if or how an object will move.
  • 12. Balanced Forces ◼ Net force = zero ◼ No “change” in motion ◼ List 3 examples of balanced forces: ◼ Paper on desk ◼ You in the chair ◼ Flag not moving ◼ A plane or car, moving at a CONSTANT RATE or SPEED.
  • 13. Unbalanced Forces ◼ There is a net force acting on an object. ◼ Causes a change in motion ◼ Possible to add the forces together to find the size & direction of the net force.
  • 14. Unbalanced forces ◼ If the forces are moving in the same direction, add the forces. ◼ Example: ◼ Girl pushes 25 N to the right ◼ Boy pulls 20 N to the right ◼ Net Force = 45 N to the right ◼ The piano moves to the right
  • 15. Unbalanced forces ◼ If the forces are moving in opposite directions, subtract the forces. ◼ Example: ◼ Dog #1 pulls 10 N to the left ◼ Dog #2 pulls 12 N to the right ◼ Net Force = 2 N to the right
  • 16.
  • 17. 8. Forces & Motion QuickTime™ and a decompressor are needed to see this picture.
  • 18. You Try It: Calculating Net Force
  • 19. You Try It: Net Force
  • 20. You Try It: Net Force
  • 21. Sample Test Question #1 ◼ Answer: D ◼ Each box has the same magnitude of force (3 N), but in 3 different directions. ◼ That makes them totally different from one another. ◼ D is the only possible answer.
  • 22. Sample Test Question #2 ◼ Answer: A ◼ The box will move 30 N downward & 10 N to the left
  • 23. Draw this in your little book in “additional notes”