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Review Session “What we done?” Baron von Frankenstein.

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Presentation on theme: "Review Session “What we done?” Baron von Frankenstein."— Presentation transcript:

1 Review Session “What we done?” Baron von Frankenstein

2 For Wednesday’s Exam Pencil Calculator (Cheap is fine) Be ON TIME Know your PID and bring ID card with you.

3 CHAPTER 1.5 NOTE DOCUMENT ON SITE THAT CONTAINS THE MUSIC RELATED MATERIAL THAT WE HAVE COVERED TO DATE IT ALSO CONTAINS MATERIAL THAT WE HAVE NOT COVERED Background Material

4 Question Is anyone having problems downloading lecture set 5? Send an email with PC and OS information.

5 Basic Topics Background Material on Scientific Method ◦ Mostly reading ◦ Bode’s Law  Not important but is an example of someone whose results were invalidated by later observations.  This concept of testing and retesting a “Law” or Theory and modifying to include both new and older information is the foundation of modern physical science

6 WHAT ARE SOME EXAMPLES OF LAWS/THEORIES THAT ARE CURRENTLY ACCEPTED AS GOOD MODELS

7 How about Murphy’s Law?? If it can go wrong, it will. The toast will always fall buttered side down.

8 Can you do “scientific notation”? Etc.

9 WHAT DID HE DO? WHY WAS IT IMPORTANT? Boltzman

10 Remember this (see site)? ope n close d T=~2ms=0.002 seconds

11 Period = T=~2ms=0.002 seconds

12 Don’t forget Milli = 1/1000 Millimeter = 1/1000 meter = 0.001 meter Milli-second = 1/1000 sec = 0.001 seconds 1 Kg = ? 1 M Hz =

13

14 Standards Why do we need them What are they ◦ Time ◦ Distance ◦ Mass

15 Dynamics Concept of equilibrium Velocity ◦ Change in “distance” /time Acceleration ◦ Change in velocity (speed?)/time Concept of average speed and velocity Concept of average acceleration The nature of VECTORS

16 A runner leaves home for a training session. He typically runs at a speed of 8 miles per hour. It takes him two hours to make the trip. ◦ What was his average speed? ◦ What was his average velocity? ◦ What was his average acceleration? ◦ How far did he run? ◦ What color underwear was he wearing?

17 Acceleration of Gravity What is g? I throw an object up with a speed of 30 m/s, ◦ how long does it take to get to the point where it stops? ◦ How much longer does it take to be falling at a speed of 15 m/s Do it a step at a time.

18 A woman throws a 50kg vertically with an initial speed of 20 m/s. How far does it travel to the point where it is at rest? The initial velocity is v 0 20 m/s The final velocity is zero The acceleration is –g ◦ (MINUS.. Against the original throw.) It travels for 2 seconds Let’s look at the graph

19 Graph (m/s vs. sec) – Example uniform acceleration: v=at time velocity v v+  v Area=v  t =  x Area=(1/2 base x height) Area = distance traveled Area=(1/2)vt=(1/2)at x t Area=dist=(1/2)af 2

20 You plan to drive 60 miles with the cruise control set at 50 mph. How long will it take to get there?

21 Newton’s Laws Newton 1 ◦ A body at rest or moving at a constant velocity will tend to remain at rest or at the same constant velocity unless acted upon by an external force. Newton II ◦ A body subjected to an unbalanced force (F) will accelerate (a) at a rate that is proportional to the unbalanced force. ◦ The relationship DEFINES the concept of mass or inertia

22 Newton’s Laws

23 Frank is holding 10 pounds of groceries. He weighs 300 pounds. How large is the normal force? ?

24 Question When the same net force is applied to object A and object B, object A has an acceleration three times that of object B. Which of the following is correct? a. Object A has three times the mass of object B. b. Object A has one ‑ third the mass of object B. c. Object A has a different, less streamlined shape than object B. d. Object A has more friction than object B.

25 A ball with a weight of 20 N is thrown vertically upward. What are the size and direction of the force on the ball just as it reaches the top of its path? a. zero b. 10 N upward c. 10 N downward d. 20 N downward

26 A ball falling from a great height will reach terminal speed when its _____ goes to zero. a. inertia b. net force c. weight d. speed

27 A crate has a mass of 24 kg. What applied force is required to produce an acceleration of 3 m/s 2 if the frictional force is known to be 90 N? a. 72 N b. 90 N c. 162 N d. 240 N

28 A ball with a weight of 20 N is thrown vertically upward. What is the acceleration of the ball just as it reaches the top of its path? a. zero b. 10 m/s 2 downward c. 10 m/s 2 upward d. The acceleration cannot be determined. A ball with a weight of 20 N is thrown vertically upward. What is the acceleration of the ball just as it reaches the top of its path? a. zero b. 10 m/s 2 downward c. 10 m/s 2 upward d. The acceleration cannot be determined.

29 A ball with a weight of 20 N is thrown vertically upward. What are the size and direction of the force on the ball just as it reaches the top of its path? a. zero b. 10 N upward c. 10 N downward d. 20 N downward A ball with a weight of 20 N is thrown vertically upward. What are the size and direction of the force on the ball just as it reaches the top of its path? a. zero b. 10 N upward c. 10 N downward d. 20 N downward


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