Motion and Forces Notes

Motion and Forces Notes

Motion and Forces Notes

Speed

• To describe how ______something is traveling, you have to know two things about its motion.

• One is the ______it has traveled, or how far it has gone.

• The other is how much ______it took to travel that distance.

Average Speed

• To calculate average speed, divide the ______traveled by the ______it takes to travel that distance.

• ______

Average speed (in m/s) = distance traveled (in m) divided by time (in s) it took to travel the distance

s = d

t

• Because ______is calculated by dividing distance by time, its units will always be a distance unit divided by a time unit.

• For example, the average speed of a bicycle is usually given in ______.

• Average speed is useful if you don't care about the details of the ______.

• When your motion is speeding up and slowing down, it might be useful to know how fast you are going at a ______time.

Instantaneous Speed

• The instantaneous speed is the speed of an object at any ______of time.

Constant Speed

• Sometimes an object is moving such that its instantaneous speed doesn’t ______.

• When the instantaneous speed doesn't change, an object is moving with ______.

• The average speed and the instantaneous speed are the ______.

Calculating Distance

• If an object is moving with constant speed, then the distance it travels over any period of time can be calculated using the equation for ______.

• When both sides of this equation are multiplied by the time, you have the equation for ______.

• Notice that the units of time in the speed, s, and in the time, t, have to be the same.

• Otherwise, these units of time won't ______.

• Distance Equation

Distance traveled (in m) = average speed (in m/s) X the time (in s)

d = ______

Velocity

 The velocity of an object is the ______of the object and its ______of motion.

 Velocity changes when the ______changes, the ______of motion changes, or ______change.

 If you are walking north at a constant speed then turn east, continuing at the same speed, you have changed your ______.

Acceleration

 Acceleration is the change in ______divided by the time needed for the change to occur.

 If the speed but not direction of an object is changing, the object is ______.

 The ______of the acceleration depends on whether the object is speeding up or slowing down.

 A marble rolling in a straight line down a hill ______.

  • Its motion and acceleration are in the ______direction.

 A marble rolling in a straight line on a level surface with ______.

  • Its acceleration is ______.

 A marble rolling in a straight line up a hill ______.

  • Its motion and acceleration are in ______directions.

Calculating Acceleration

 If an object changes ______but not ______then its acceleration can be calculated from the following formula.

 Acceleration Equation

Acceleration (in m/s2) = final speed (in m/s) – ______(in m/s) divided by time (in s)

a = (sf – si)

t

Graphing Speed

 The acceleration of an object can be shown on a ______.

 The line on the graph ______when acceleration is in the direction of motion.

 A horizontal line shows that the acceleration is ______.

 Anytime you slow down, acceleration is ______the direction of motion, and the line on a speed-time graph will slant ______.

Force

 A ______is a push or a pull.

 In SI units, force is measured in ______(N).

 One newton is about the amount of force it takes to lift a quarter-pound hamburger.

Force and Acceleration

 For an object's motion to change, a force must be ______to the object.

 This force causes the object to ______.

 A force also can change the ______of an object's motion.

 An object has acceleration when its ______of motion changes.

 Anytime an object's speed, or direction of motion, or both change, a ______must have acted on the object.

Balanced and Unbalanced Forces

 More than one ______can act on an object without causing its motion to change.

 Two or more forces are ______forces if their effects ______each other and they do not cause a change in an object's ______.

 If the effects of the forces don't cancel each other, the forces are ______forces.

Combining Forces

 When more than one force acts on an object, the forces ______.

 The combination of all the force acting on an object is the ______.

Newton’s Laws of Motion

 ______realized that he could explain the motion of objects using a set of principles, which in time came to be called Newton's laws of motion.

Newton’s First Law

Friction

  • Newton's ______law of motion states that an object will not change its motion unless an ______force acts on it.
  • Therefore, an object that is not moving, like a book sitting on a table, remains at rest until something pushes or pulls it.
  • A moving object, like a ball moves in a straight line with ______unless an unbalanced force acts on it.
  • After the ball has been hit, it will move along the ground in a straight line until it is acted on by another ______.
  • A book slides across a table, slows down, and comes to a stop.
  • Because its motion changes, a ______must be acting on it and causing it to stop.
  • This force is called ______.
  • Friction is a force between two surfaces in contact that ______the motion of the surfaces past each other.
  • To keep an object moving when friction is acting on it, you have to keep pushing or pulling on the object to overcome the ______.
  • In general, the ______the surfaces are, the greater the friction will be.

Inertia and Mass

  • The tendency to ______a change in motion is called ______.
  • The more matter an object has, the ______it will be to move or stop.
  • ______measures the quantity of matter.
  • The more mass an object has, the ______its inertia is.

Newton’s Second Law

 Newton's ______law of motion states that if an object is acted upon by a net force, the ______of the object will be in the direction of the net force, and the acceleration equals the net force divided by the mass.

 Newton’s Second Law Equation

acceleration (in m/s2) = ______(in N) divided by mass (in kg)

a = Fnet

m

 The more ______an object has, the more ______it has, so the harder it is to accelerate.

  • When pushing a refrigerator, which has a large mass, a large force is required to achieve a ______acceleration.
  • If you were to push an empty grocery cart with the same force, its acceleration would be ______.

Newton’s Third Law

 According to Newton's third law, when one object exerts a force on a second object, the seconds object exerts an ______force in the ______direction on the first object.

 When you walk, you ______back on the sidewalk and the sidewalk pushes ______on you with an ______force.

 The force exerted by the first object is the ______force.

 The force exerted by the second object is the ______force.

 The action and reaction forces are equal, but in ______directions.

Force Pairs Act on Different Objects

 If forces always occur in ______but ______pairs, how can anything ever move? Won't the forces acting on an object always cancel each other?

 When you push on the book, your force is acting on the book.

 When the book pushes back on you, its force is acting on ______.

 Because the forces act on ______objects, they don't ______.