Chapter 1
Introduction
Sections 1.1 and
1.2
Overview and Types of Data
Statistics in Our Everyday Lives
Our society is completely bombarded by numbers!
Everywhere we look, there are numbers, charts, graphs, and statistical results.
For YOU, Pharmacokin

Visualizing Distance on
the Velocity Graph
Visualizing Distance on
the Velocity Graph
Visualizing Distance on
the Velocity Graph
If , distance traveled is
the area under the
curve!
Left and Right Sums
Let be a velocity function.
To estimate the distanc

Chapter 3.5
Derivatives of Trigonometric Functions
Two Fundamental Facts
Squeeze Theorem
Assumptions
on some interval about , except possibly at
Conclusion
Use the Squeeze Theorem to Prove:
Recall Sum-to-Product
Formulas:
Why we care:
The Derivatives

Chapter 2.1
How Do We Measure Speed?
Average Velocity
Let be a position function of an object at time .
Then the average velocity of the object on the
time interval is
This is just the slope of the line passing through the
points !
Speed Vs. Velocity

Chapter 2.6
Differentiability
Recall
A function is differentiable at if
A function is differentiable if it is differentiable at
for all in its domain.
Theorem 2.1, page 113
If is differentiable at , then is continuous at .
Notice that the converse is

Chapter 2.3
The Derivative Function
Derivative Function
Notice that for each value of in the domain of ,
there is a corresponding value for [when the limit
exists].
It turns out is a function on the subset of the
domain where the derivative exists, and

Chapter 1.1
Functions and Change
Functions
Domain: Set of inputs.
Range: Set of outputs.
A function is a relation where every element of the
domain is paired with exactly one element of the
range.
Familiar Functions
Power Functions [Chapter 1.6]
Poly

Chapter 1.2
Exponential Functions
Definition
is an exponential function of with base if
Conditions
is called the initial value.
Exponential Growth and
Decay
Let
If , then we have exponential growth.
If , then we have exponential decay.
Case
Exponen

Jadual 1. Profil Responden
Demograf
Jantina
Umur
Taraf Pendidikan
Status
Tempat Tinggal
Jumlah keseluruhan:
Kategori
Lelaki
Perempuan
17-27
28-38
39-49
50-60
PMR
SPM
STPM/Diploma
Ijazah
Sarjana
Bujang
Berkahwin
Bandar
Luar Bandar
Bilangan
100
140
60
80
70

Chapter 2
Describing, Exploring, and Comparing Data
Sections 2.1 and
2.2
Overview and Frequency Distributions
The main objective of this chapter is to
learn basic techniques for investigating
important characteristics of data
Center: A representative of

Chapter 3
Probability
Sections 3.1 and
3.2
Overview and Fundamentals
What is Probability?
It is the measure of chance.
It quantifies chance.
It can be difficult to grasp at times!
We need to understand notation, basic terminology, and
basic rules of proba