test2notes

Study Information for Test 2

Contents

1. Some comments

2. What will be on the test

3. Equation sheet

4. Test format

5. Examples of questions

1. Some comments

On problems, it is important to show how you reasoned from the information given in the problem to your final answer. The correct final answer with units is only worth 2-3 points. The remainder of the points are given for the quality of your solution. You need to include the following to receive full credit:

All the information given in the problem with correct units (This may include a diagram)

A statement of what quantity you are trying to find.

State explicitly what physics principle you are using to solve the problem

Solve for the unknown quantity in symbols explicitly before numberic calculations

Then substitute numbers with units and calculate the numeric answer

Extra credit will be given for checks made to see if the answer is reasonable

Be prepared to make reasonable estimations and state your assumptions when solving problems. Be aware of significant digits in your answers. (Keep lots of digits until the final calculation, then round to the appropriate precision.)

Here are some really good tips on test taking from Dr. Richard Felder's website at North Carolina State University.

If you have ANY questions while taking the test, please be sure to ask the instructor. The purpose of the test is not to give you trick problems to catch you in an error. The purpose is to give you an opportunity to "show what you know" ! The test problems are based completely on the reading, the lectures, and the homework. If you understand the main ideas and how to apply them, you'll do well.

2. What will be on the test

Be sure to carefully review your notes, especially when we do things that are not covered very well in the book. Looking over the individual class days linked to the calendar on the class website will also help refresh your memory. Although this test is comprehensive, the test will emphasize material from chapters 3, 4, & 5.

For this test, you should be able to do the following things:

Chapter 0 Measurement, Estimation, and Units

Use base SI units and various conversion factors. For example, compute the number of seconds in an hour, day, or year.
Analyze the units and dimensions of equations; use units in numerical calculations.
Make order of magnitude calculations.

Chapter 1 Concepts of Motion

Be able to state, use, and differentiate the definitions of position, distance, displacement, speed, velocity, and acceleration.
To learn to analyze the motion of an object by using motion diagrams as a tool.
To learn to identify velocity and acceleration vectors (both direction and relative magnitude) at different points in an objects motion.
To recognize the relationship between the velocity and acceleration vectors when an object is speeding up, slowing down, curving, or at a turning point.
To understand and use the basic ideas of the particle model.
To gain experience with vectors and graphical vector addition and subtraction.
To begin the process of learning to analyze problem statements and to translate the information into other representations.

Chapter 2 (Vectors & Coordinate Systems)

Explain the difference between vectors and scalars, giving examples of each
To add and subtract vectors both graphically and using components.
To be able to decompose a vector into it's components and to reassemble vector components into a magnitude and direction. .
To recognize and be able to use the basic unit vectors..
be able to express vectors in two and three dimensions in terms of Cartesian unit vectors i,j,k.
To be able to work with tilted coordinate systems.
To understand and use proper significant figures

Chapter 3 Kinematics: The Mathematics of Motion

To obtain a clear understanding of the concepts of position, velocity, and acceleration in one dimension and the relationships between them.
To learn to translate kinematic information between verbal, pictorial, graphical, and algebraic representations.
To learn the basic ideas of calculus (differentiation and integration) and to utilize these ideas both symbolically and graphically.
To solve kinematic problems and to interpret the results

Chapter 4 Force and Motion

To recognize what does and does not constitute a force
To identify the specific forces acting on an object
To draw an accurate free-body diagram of an object
To begin the process of understanding the connection between force and motion
To begin learning how to explain an observation on the basis of physical principles

Chapter 5 Dynamics I: Newton's 2nd Law

To distinguish mass, weight, and apparent weight
To learn and use a sipme model of friction
To draw and make free body diagrams
To recognize and solve simple equilibrium problems
(time permitting) To learn the full strategy for force and motion problems and apply it to the successful solution of problems in single particle dynamics.

3. Equation sheet

Equations:You will need to know the following equations and under what conditions they can be applied:

Should also know formulas for:

area & circumference of a circle
area & volume for cube & sphere
average speed

Conversions (rules of thumb):

yard => meters
miles => km
inches => cm
kg => lb
quarts => liters

Numbers to know:

your height and weight/mass in English and SI units
The size of your hand
The number of people who live in the Orlando Metropolitan Area
The number of people in the US
The distance from LA to New York
The distance from Orlando to Miami

You will need to be able to derive specific equations you need from these equations listed above. You will also be given any additional constants and conversions you need. Unless told otherwise, you may use - 10 m/s^/s for the acceleration due to gravity.

4. Test Format:

Full period on Friday, October 19, 2001

Part I

Group Problem using GOAL Protocol 25 points

Part II

Multiple Choice or short answer question, typically 4-5 parts
           (no explanation required, but no partial credit either)    20 points

Estimation Problem    15 points

Short Essay
( Mainly looking for an answer in words - about a paragraph, but equations, diagrams, and graphs OK. No calculations allowed)    10 points

2 Problems based on Homework and Lecture – 10-20 points each    30 points

Total 100 points

If the overall test average of your entire group is 75% or above, every member of your group will receive a bonus of 5%.

Bonus points for problems 2,4, & 5 are awarded for showing work to check your answer for reasonableness or for using GOAL.

Note: Many of you commented that you ran out of room on the first test. This time the test will be printed single sided so this should not be a problem.

5. Practice Test 2 /

Test 2 from last semester is a viable practice test. Also take a look at problems assigned for homework and problems from old Test 1.

Spring 2001 Test 2 solution, Problems 2, 3, 4, 5

6. Some Practice Questions

Short essay

This will require a single paragraph answer. Often a drawing or reference to equations will be helpful in your answer. Take care to be very thorough in your discussion. For example, "Describe the motion of a ball that is thrown upward from ground level at a 30 degree angle at 20 m/s." You should be able to draw a picture, calculate initial velocity components, indicate the velocity at one second intervals, determine how long the object is in flight, how high it goes, where it lands, etc.

Describe a real physical situation where the average velocity is zero while
the average speed is not.

Homework and Lecture problems

Take a close look at the problems you've been assigned for homework and the problems we have done in class, making sure you can do them all. You should have carefully written-out solutions for all of them. You might want to review the quizzes also.

1. A skier starts from rest at the top of a hill h m tall down a 30.0 degree ski slope with
an acceleration a. (Hint: a = g sin (theta))

a.) What is her speed at the bottom of the hill?

b.) If the hill was 250 m high and her acceleration down the slope was 4.00 m/s², what was instantaneous speed at the bottom of the hill and her average speed down the slope?

c.) At the base of the hill, she continues horizontally for another 250 m before coming to a stop and ending her run. What is her total vector displacement from start to finish?

Part I
Group Problem using GOAL Protocol	25 points
Part II
Multiple Choice or short answer question, typically 4-5 parts (no explanation required, but no partial credit either)	20 points
Estimation Problem	15 points
Short Essay ( Mainly looking for an answer in words - about a paragraph, but equations, diagrams, and graphs OK. No calculations allowed)	10 points
2 Problems based on Homework and Lecture – 10-20 points each	30 points
Total	100 points