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Unit 5: Motion, Forces & Simple Machines
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Section 1: What is Motion? Objectives: Define motion Calculate speed, velocity, and acceleration Assessment Anchor: S8.C.3.1
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What is motion? Motion – occurs when the distance between two objects changes Ex: Driving down the road Running around the field Jumping up and down
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Distance The space between two objects Units: miles, meters, blocks, feet, yard Distance
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Speed How much the distance changes in a certain amount of time Units: mph, m/s, blocks/min
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Velocity: Speed in a given direction Ex: 60 mph = speed 60 mph north = velocity
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Acceleration Change in speed over time Units: mph/s, m/s 2
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Momentum An object’s momentum is equal to its mass times its velocity p = mv momentum
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Conservation of Momentum In a collision, the total momentum of all objects is conserved
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Sample Problem #1 It takes you 2 hours to travel 120 miles on the Interstate. What is your speed?
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Sample Problem # 2 If you’re driving down the road at 35 mph for 3 hours, how much distance will you cover?
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Sample Problem #3 You need to speed up from 10 mph to 50 mph in 5 seconds. What acceleration is necessary to accomplish this?
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Sample Problem #4 If an object has a mass of 10 kg and a velocity of 5 m/s North, what is the momentum of that object?
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Section 2: Motion Graphs Objectives: Use a displacement vs. time graph Use a velocity vs. time graph Assessment Anchor: S8.C.3.1
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Moving on to Graphs… Why do we use graphs? To represent information more easily than writing it all out
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Parts of a graph
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Two types of graphs Distance vs. time Velocity vs. time d (m) t (s) v (m/s)
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Interpreting a Distance vs. Time Graph d(m) t(s)
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Interpreting a Velocity vs. Time Graph v(m/s) t(s)
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Section 3: Forces and Newton’s Laws Objectives: Identify the types of forces Apply Newton’s Laws of Motion Assessment Anchor: S8.C.3.1
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Definition of force Force – any push or pull on an object Units: Newton
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Examples of Forces
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Some forces…
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Two types of forces Balanced Won’t cause an object to move Unbalanced Can cause an object to move
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Free Body Diagrams Balanced Forces
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Free Body Diagrams Unbalanced Forces
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Newton’s 1 st Law of Motion An object in motion will stay in motion and an object at rest will stay at rest; unless acted on by an unbalanced force Explanation: To change the motion of an object, you need to apply an unbalanced force.
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Newton’s 2 nd Law of Motion The force on an object is equal to the object’s mass times its acceleration Explanation: F = ma
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Newton’s 3 rd Law of Motion For every action force, there is an equal and opposite reaction force. Explanation: If I push on an object, that object pushes back on me with the same amount of force.
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Section 4: Work Objectives: Define work Calculate the work done by an object Assessment Anchor: S8.C.3.1
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The “Scientific” Definition… Work – when a force is exerted on an object that moves the object some distance Units: Newton – meter (Nm)
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In other words… To do “work”, you need to: Apply a force AND Move the object some distanceAND Some of the force needs to be in the direction of the motion
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In equation form…
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Sample Problem #1 If it takes 3 N to move an object a distance of 4 m, how much work is done?
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Sample Problem #2 You apply a force of 20 N to an object, but it does not move. How much work is done on the object?
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Section 5: Simple Machines Objectives: Identify simple machines Explain the mechanical advantage of simple machines Assessment Anchor: S8.C.3.1
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Why do we use machines? 1. Change amount of force necessary 2. Change distance you apply force 3. Change direction you apply force
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Input vs. Output Force Input Force – the force you exert on a machine Output Force – the force exerted by the machine
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Mechanical Advantage Mechanical Advantage tells us how much the machine helps.
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More on Mechanical Advantage If: MA > 1…force is multiplied MA = 1…different direction MA < 1…distance is multiplied
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Sample Problem Find the mechanical advantage of a machine that delivers an output force of 12 N when an input force of 3 N is applied.
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Inclined Plane Flat slanted surface Requires less effort over a longer distance
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Ideal Mechanical Advantage for Inclined Plane IMA = length of incline height of incline 8 m 2 m
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Wedge Device that is thick at one end and tapers to a thin edge at other end
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Screw An inclined plane wrapped around a cylinder
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Lever A rigid bar that is free to pivot or rotate about a fixed point
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Ideal Mechanical Advantage for Lever IMA = distance from fulcrum to input force distance from fulcrum to output force input output 4 m2 m fulcrum
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Wheel and Axle Two circular or cylindrical objects, fixed together that rotate about a common axis
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Pulley A grooved wheel with a rope wrapped around it
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Ideal Mechanical Advantage for Pulley IMA = number of sections of rope that support object
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