

Essential Question:
Is physics true? 
Models, Frame of Reference, Vectors and
Scalars
 Introduce sylabus.
 State the primary form of models used in physics and explain why it is particularly powerful. Mathematical: they're fast and accurate.
 Explain the 2 major weaknesses in mathematical models that tend to introduce errors in their ability to predict outcomes..
 They always have simplifying assumptions that limit their use to very specific applications.
 They ultimately depend on measured values that contain uncertainty or errors.
 Explain the difference between accuracy and precision.
 State a simplified way to estimate measurement uncertainty and explain its limitations. plus or minus 1/2 (smallest scale division) assumes correct calibration
 Name a common form of error caused by the position of a person's head with respect to the measuring instrument. Parallax error
 Explain how significant digits imply a certain level of certainty in a quantity. Uncertainty = plus or minus 1/2(least significant digit)
 Apply the rules for determining the number of significant digits.
 All nonzero numbers count
 All zeros to the right of the decimal count
 All zeros between 2 significant numbers count
Apply the addition and subtraction rules for significant figures.
Apply the addition and subtraction rules for significant figures.
Apply the multiplication and division rules for significant figures
Homefun: Read 2.1 to 2.3 Serway,
Write a paragraph describing a scene from a sport assuming the frame of
reference is on the ball
Metacognition Problem Solving Question:
Can I establish upper and lower limits on the result of your
calculation?
Always attempt to estimate upper and lower limits on a variable in
order to evaluate whether it has been correctly calculated.
In real life there are no answer books. Determining
if a solution is right or wrong is up to you.
Relevance: Kinematics can be used to
analyze motions in everything from athletic activities to the motion of vehicles
. 


 Lesson 1

Interactive Discussion:
Objectives 1. A model is a simplified version of reality used for
predictions. A Barbie doll is a model. What things can be predicted
from Barbie? In what ways is she simplified?
Interactive Discussion:
Objectives 23.How can a stationary wall also be moving at
nearly 1000 miles per hour? What concept in physics accounted for
the difference between Ptolemy's
geocentric model of the universe and Galileo's
model (two person groups using internet)? Both can accurately predict the location of planets in the
night sky.
Interactive Discussion: Objectives
3  7,
What is velocity? What is a vector? What is the difference between
average speed and average velocity?
Resources/Materials: Barbi
Doll, VCR, The Abyss video, computers for internet access.
Formative Assessment:
Group and individual problem solving on white boards. 

Essential Question:
What is the difference between the
common use of the term acceleration and the physics use of the term? 
Acceleration
 For constant velocity, draw the v vs
t, and x vs t curves, given various starting velocities and displacements.
3x5
 Define acceleration.
 Calculate average acceleration.
Homefun: Read 2.4 to 2.5 Serway, Questions 1  11 p.4445; prob 1,
3, 5, 7, 9

Read:
Insultingly Stupid Movie Physics
 Chapter 7, Creative Kinematics: Explosive
Entertainment, pp 99  115
Metacognition Problem Solving Question:
Has everyone in the group made an independent calculation?
All the members of a group need to make the calculations. When there is
agreement the calculations are usually right.


 Lesson
2
 Key Concept: Even
a high quality model has errors which creep in due to simplifying
assumptions and experimental errors.
 Purpose: Create
kinematic model of an event..
Interactive Discussion:
Objectives, What does the slope and intercepts mean on the graphs in obj.
9? Introduce lab writeup standards and the concepts of errors in the
model and experimental errors.
Interactive Discussion: Objectives
10, What is
acceleration? In what types of situations would average accel differ
from instantaneous accel? When would the two be equal? What does a
negative acceleration mean?
Closing: Are models in physics
accurate or are they merely adequate?
Movie Scene Analysis
(3 person groups): The Abyss, Scene where Harrison falls over
an underwater cliff.
 How could we determine if he falls
at constant speed?
 What is the difference between his
instantaneous and average speeds?
Resources/Materials: VCR, The
Abyss video, stop watches, computers for use with Excell Spread
Sheets.
Formative Assessment: Group and individual problem solving on white
boards. 

Summative
Assessment: MiniLab
Physics Investigation (Requires only Purpose,
data, and conclusion) 
Title 
Abyss Analysis
(groups of three) 
Purpose 
Determine if Ed Harris
could have survived his fall. 
Overview 
Ed Harris is about 2000 ft
under the ocean and must jump over the side of an under water
cliff to disarm a nuclear bomb saving not just his pals but a
whole species of advanced ETs from destruction. 
Data,
Calculations 
Record the distance and time during the fall. Use
an Excel Spread Sheet to graph the data and perform linear
regression. 
Conclusions 
Using the two graphs and the regression
analysis describe the conditions of velocity and acceleration during
the fall. 
Resources/Materials: 
Abyss video 

Essential Question:
Why are constant acceleration
problems so common and of such importance? 
The Constant Acceleration Kinematics
Equations

For constant acceleration, draw the a vs t, v vs
t, and x vs t curves and write equations for each.
3x5

dropping 
shooting upward 
shooting downward 

carred
light 
cargreen
light 
rocket
launch 

State the meaning of the slope at a point for the v
vs
t, and x vs t curves.
slope of v vs. t curve =
acceleration
slope of x vs. t curve =
velocity

Solve constant acceleration problems in one
dimension. using the kinematic equations (
3x5
you must memorize these equations):
v_{f }= at + v_{o}
x = 1/2 at^{2} + v_{o}t +
x_{o}
Remember, the above 2 equations are
only good when acceleration is
CONSTANT !!!

Recognize that all objects fall at the same
rate of acceleration when they are in a uniform gravity field.
Homefun: Read 2.6 to 2.7 Serway, Questions 1  11 p.4445; prob. 1,
3, 5, 7, 9
Metacognition Problem Solving Question:
Have I drawn a picture or sketched a graph of the problem?
Pictures tend
to engage additional parts of the brain not stimulated by equations.
Relevance: A constant acceleration
analysis can be used for understanding why falls and car wrecks are so
deadly .


 Lesson 3
 Key Concept: Many
useful real world problems can be modeled as having constant
acceleration
 Purpose: Learn to
solve constant acceleration problems
Answer Home Work Questions:
Interactive Discussion: Objectives
11, 12 The
2 constant acceleration equations.
In Class Problem Solving (2
person groups):
Constant accel problems
 Bob stops the redneckmobile
 Toto in the well
 Bambi on the highway
 Robin Hood shoots a flaming arrow
Formative
Assessment: Group and individual problem solving on white boards. 

Summative
Assessment: MiniLab
Physics Investigation (Requires only Purpose,
data, and conclusion) 
Title 
Analysis of human reaction
time (groups of two) 
Purpose 
To estimate human reaction time by using a
falling object.. 
Overview 
Have one person drop a meter stick between the
other's fingers. Do not allow the fingers to touch the stick
before it drops. Measure the distance the stick falls before
being "caught". Calculate your reaction time based on 5
trials. Calculate an average reaction time for the entire
class. 
Data,
Calculations 
Would it make a difference in reaction time if
one of the subject's fingers were touching the stick at the
time it was dropped? Explain. How much would reaction
time affect the accuracy of the time obtained using a stop
watch. 
Resources/Materials: 
meter sticks 

Essential Question:
What does the slope mean? 
Derivatives
 State the general meaning of a
derivative.
the derivative at a
point on a curve 
= 
the slope at the point
on the curve 
 Find the derivative of a
polynomial.
 Given x = f(t) or v = f(t)
find v = f(t) or a = f(t).
Metacognition Problem Solving Principle:
Do the number of unknowns match the number of
equations?
Most problems in physics are solved by simply writing enough
equations so that they can be solved simultaneously.
Relevance:
Derivatives are a basic tool of calculus. Physics gives derivatives a physical
meaning that can be visualized, leading to a better understanding. 

 Lesson 4
 Key Concept: The
derivative is simply the slope at a point. Velocities and
accelerations are both derivatives.
 Purpose: Work
problems using the derivative of polynomials
Answer Home Work Questions:
Interactive Discussion: Objectives
15  17 What is a derivative and how does it relate to physics.
In Class Problem Solving:
Constant acceleration problems
 Batman punches accelerator
 Batman slams brakes
Interactive Discussion: Objectives
18
Resources/Materials: color
markers, white board.
Formative Assessment:
Group and individual problem solving on white boards. 

Essential Question:
What does the area under a curve
mean mean? 
Integration

State the general meaning of integration.

State the meaning of the area
under the curve of the a vs t and v vs t curves. (Note area under the curve is defined as area
between the curve and xaxis.)
area under a vs t curve = velocity
area under v vs t curve = displacement

Given a = f(t) or v = f(t) find v
= f(t) or x = f(t).

By looking at the direction of the
velocity and acceleration vectors, state whether an object is slowing down or
speeding up.
 Given mass calculate weight.
(Weight) = (mass) g
 Draw the the a vs. t, v vs.
t, and x vs. t curves for a dropped object when there is air resistance. Label
the terminal velocity on the graph.

Solve
graphical kinematics problems.
 Given a graph of acceleration vs. time solve for
velocities and displacements.
 Given a graph of velocity vs. time solve for
accelerations and displacements.

Given a graph of
displacement vs. time solve for velocities and accelerations.
Homefun: 37, 41, 49, 59, 61; p.
Metacognition Problem Solving Question:
After solving an equation and performing dimensional analysis,
do the units on the left side of the equation match with the units on the right
side?
Always list and pay attention to units. This will help prevent algebra errors.
Relevance: Integration is a basic
tool of calculus. Physics gives integration a physical meaning that
can be visualized, leading to a better understanding. 

 Lesson 5
 Key Concept: The integral is
simply the area under the curve.
 Purpose: Work problems using
the integration of polynomials
Answer Home Work Questions:
Interactive Discussion: Objectives
19 20 What is integration and how does it relate to physics?
Demo 1:
Show carpenter's form
In Class Problem Solving:
integration problems
 Reverse Batman punches accelerator
 Reverse Batman slams brakes
Interactive Discussion: Objectives
21 22. Why is mass not the same thing as weight?
Demo 2:
Drop book
with sheet of paper on top. Resources/Materials:
carpenter's form, color markers, white board.
Formative Assessment:
Group and individual problem solving on white boards. 

Essential Question:
How can you best prepare for the
test? 
Review of Objectives 1 25 (23 days)
Formative Assessments:

Work review problems at the board

Discuss study guide

Take practice test.

Work online quiz
Metacognition Problem Solving Question:
Can I still work the problems done in class, several hours
or days later?
Some amount of repetition on the exact same problems is necessary to lock in
learning. It is often better to thoroughly understand a single example of a
problem type than to work example after example understanding none of them
completely.
Relevance: Good test preparation is
essential to performance in physics class.
Summative Assessment: Unit exam objectives 122 


Summative Assessment: Formal Physics Investigation 
Title 
Lego Robot Investigation I 
Category 
Mechanics 
Purpose 
Determine if a Lego Robot
travels at constant velocity 
Models 
v = dx/dt 
Overview 
Build a Lego Robot (the
design is your choice). Test it to see if it runs at constant
velocity. Draw an x vs t curve and use linear regression to find a
line of best fit. 
Safety
Issues 
Small plastic parts on the
floor are a tripping hazard. 
Equipment
Limitations 
The small motors will burn
up if they are connected to a power source and not allowed to turn
freely. 
Resources/Materials: 
Lego
Robotics kit, meter sticks, stop watches, masking tape 
