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Physics Bell 1)How many seconds are in one year? 2) How tall are you in inches. 3) There are 2.54 centimeters in one inch, How tall are you in centi-meters?

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Presentation on theme: "Physics Bell 1)How many seconds are in one year? 2) How tall are you in inches. 3) There are 2.54 centimeters in one inch, How tall are you in centi-meters?"— Presentation transcript:

1 Physics Bell 1)How many seconds are in one year? 2) How tall are you in inches. 3) There are 2.54 centimeters in one inch, How tall are you in centi-meters? 4) There are 100 centi-meters in one Meter. How tall are you in meters? The Drop!!!

2 The Drop Goals: 1.Measure the Distance and Time for an object to fall to the floor from a given height. 2.Design a scientific experiment

3 Still falling 1.Choose a challenge 2.Create a data table 3.Perform the experiment 4.Make observations and questions 5.Answer Analysis Questions

4 Bell Quiz 1) One Billion has ______ zeros. 2) One Billion is 1 x 10 ? 3) (5 x 10 3 ) + (5 x 10 3 ) = ( ? x 10 3 ) 4)(5 x 10 3 ) - (4 x 10 3 ) = ? X 10 ?

5 Dropped! Goal: Complete the activity and analysis Peer Review!!!! See Rubric.

6 Bell A car travels 10 meters in 5 seconds, how fast is it going? A car begins from rest and goes 500 meters in 25 seconds. What is the average speed? In the example above, how fast will the car be going after 25 seconds, assuming that is speeds up at a constant rate? Whatis the acceleration?

7 Unit 2 notes Motion in one direction Linear Motion

8 Rate A quantity divided by a time Examples…

9 Speed Total distance divided by total time Speed = Change in Distance/time Ex. 36 feet in 10 sec. Is 3.6 ft/sec

10 Reference Frames and Displacement Change in Position, regardless of distance traveled. The displacement is written: Displacement is positive. Displacement is negative.

11 Velocity SI units. Meters for distance and sec for time Units for velocity are m/s Velocity is change of displacement in time V = Δx/t Velocity is DIRECTION and SPEED Instantaneous vs. Average

12 2-2 Average Velocity Speed: how far an object travels in a given time interval Velocity includes directional information: (2-1)

13 Graphical Analysis of Linear Motion The displacement, x, is the area beneath the v vs. t curve.

14 acceleration Rate of change of velocity, velocity divided by time. A = change in velocity in time Acceleration = Δv/t SI units are meters per second per second or m/s 2 Other units miles per hour per second Kilometers per hour per second Ex.

15 2-4 Acceleration Acceleration is the rate of change of velocity.

16 Uniform Acceleration NAMESymbolUnits (measurement) DisplacementΔxΔxMeters VelocityVMeters / second Change in VelocityΔVΔVMeters / second Acceleration Time atat Meters / (second) 2 seconds Average Velocity V = Δx / time Acceleration a = ΔV / time Distance Δ x = V i t + ½ a t 2

17 The Bee and the Bicycle Two bicycle riders approach each other from 20 km away, each with a speed of 10 km/hour. When they are 20 km apart, a FAST bumble bee flies back and forth between them at 30 km/hour. – Draw a picture – How long will it take the bicycles to pass each other? – How far (total distance) will the bee travel before the bikes meet? – How fast is the Bee moving relative to the bike that is chasing it?

18 Bell 8/28 1.You can run 4.0 Km in 30 minutes. What is your average speed in Km/hour? 2.A car begins at rest and accelerates at 5 m/s for 12 seconds. How fast will it be going? 3.How far will the car have gone after 5 seconds? 4.A car begins at x = 15meters and moves backward 10 meters. What is the displacement and final position?

19 Free fall

20

21 How was this picture taken?

22 Free Fall Acceleration due to gravity is ‘g’ ‘g’ is 9.8 m/s per sec, or 10 m/s 2 If….No air resistance If….At the surface of the earth

23 `

24 Free Fall: How Fast? What is g? V = gt How fast is something going after 1,2,3,4 sec? What about something thrown straight up at 50 m/s?

25 Why do objects of different masses fall with the same acceleration?

26 Velocity vs. time graph

27 Bell: 8/29/13 A ball is dropped from a balcony. 1.How fast will it be going after 1, 2, 3, 4 seconds? 2.Just before it hits the ground, it is going 58m/s. How much time did it take to fall? 3.You want to toss the ball back up to the balcony. How fast do you need to throw the ball upward (minimum speed?)

28 Free Fall How Far? ∆x = ½ (a)(t) 2 a = g = 10m/s/s d = 5 t 2 How far has an object fallen after 1,2,3,4 sec? What about an object that is thrown up at 50 m/s, how high will it go?

29 Displacement = 5t 2

30 Graphing Motion 1.The slope of a distance vs. time graph IS the VELOCITY during that time interval V = x/t 2.The slope of a velocity vs. time graph IS the acceleration A = v/t 3.Distance = velocity x time, so the AREA under a velocity vs. time graph IS the DISPLACEMENT! x = vt

31 Sketch the distance vs time graph and velocity vs. time graph for each situation. A.An object at rest B.An object moving in the positive direction with a constant speed C.An object moving in the negative direction with a constant speed D.An object that is accelerating in the positive direction, starting from rest

32 Reaction Time How far does an object fall in one second? How far does an object fall in ½ second? If an object falls 7 cm. How long will it be falling for.

33 Graph Matching Analysis: P 2 1.What is the significance of the SLOPE of a distance vs time graph? 2.What type of motion is occurring when the slope of a distance vs. time graph is zero? 3.What type of motion is occurring when the slope of a distance vs. time graph is constant? 4.What type of motion is occurring when the slope of a distance vs. time graph is changing?

34 Part 3 1.What is the significance of the slope of a velocity vs. time graph? 2.What type of motion is occurring when the slope of a velocity vs. time graph is zero? 3.What type of motion is occurring when the slope of a velocity vs. time graph is not zero?


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