Sharia R. N. McWhite
622 North Virginia Ave.
(609)-431-1456
[email protected]
Objective
I want to be part of the success in an environment of growth and excellence. I am seeking a competitive and challenging
environment where I can serve your organiza
Enzo is a thoughtful, energetic dog living in Seattle with his master, Dennis Denny Swift. The
story opens at a later point in time relative to the rest of the book, with Enzo past his prime and Denny a
father and widower. Though the reader lacks the cont
Hardik Patel
Hot Topic 2
Business law 2 online summer 2016
NEWARK A former Uber driver from New Jersey is hoping to establish
a class action lawsuit against the low-cost car service, joining drivers from
other states charging that the company failed to pa
Unit 8
Two classes of distributions- the binomial distribution
and the geometric distribution. Both of these are
from situations that involve two outcomes ( success,
failure) independent trials, and the same probability
of success each trial.
Binomial wan
7
Random Variables
7.1
Discrete and Continuous
Random Variables
Objectives
Define Discrete Random Variable.
Explain what is meant by a probability
distribution.
Construct a probability distribution for a
random variable
Given a probability distributio
In the paper Reproduction in Laboratory
colonies of Bank Vole, the authors presented
the results of a study of litter size. (A vole is a
small rodent with a stout body, blunt nose,
and short ears.) As each new litter was born,
the number of babies was rec
Unit 8
Two classes of distributions- the binomial distribution
and the geometric distribution. Both of these are
from situations that involve two outcomes ( success,
failure) independent trials, and the same probability
of success each trial.
Binomial wan
4
Chapter 4
More on 2 Variable data
(Transformations can be used
to linearize
nonlinear data)
4.1
Transforming to achieve
linearity
Objectives
Identify settings in which transformations
might be necessary in order to achieve
linearization
Use transform
5
Producing Data
5.1
Designing Samples
Objectives
Define Population and Sample
Explain how sampling differs from a census
Explain and Give an example of:
Voluntary Response Sample
Convenience Sample
Simple Random Sample
Systematic Sample
Cluster S
Sec 3.2
Least Squares Regression (most common
way to fit a line)
Regression Line- a straight line that
describes the dependence of one variable
on another
Fitting a line to data- drawing a line that
comes as close as possible to the points
Straight Lines
Matthew Burnette
Due Sept. 12, 2014
Period 2
A.P. Statistics McDonalds Closing Statement
Ladies and gentlemen of the jury, you have heard a case of a man who admits he is
overweight to an extreme degree. However despite his weight the bench at
McDonalds s
Princeton Outline
Chapter 5 Implicit Differentiation
Finding the derivative explicitly is to isolate the variable (in which gives you y in terms of
x).
When you cant isolate the variable in terms of the other (ex y in terms of x) you would
derive implic
Princeton outline
Chapter 7 Maxima and Minima
A max/min occurs at a point where the derivative of a function is zero, or where the
derivatives fail to exist.
A point where the first derivative equals zero, the curve has a horizontal tangent line, at
whi
Princeton Outline
Chapter 9 exponential and logarithmic functions, part one
The derivative of
Rules
Note: u is a function of x and is derivative is
The derivative of
Rules
The derivative of
Can be rewritten as
is a constant so the derivative would be
Princeton Outline
Chapter 8 Motion
Related Rates
An equation relating two or more variables.
Variables will change with respect to time, and you will use derivatives to
determine how the rates of change are related.
Represents the rate at which x is cha
Princeton Outline
Chapter 4 Basic Differentiation
Notation
o
F(x), and y, sometimes u and v are used also, (ex: f(x)=x, u=x)
Function
o
1st Derivative
2nd Derivative
To refer to derivatives in general ( using for example) use following notation
o
o
Some b
Hoang
1
Princeton Outline
Chapter 12 Definite Integrals
*note some info and rules will be on the written portion*
Used to find area under a curve
Divide the area into rectangles or trapezoids to approximate area (also called Riemann
sums)
The length is th
Princeton Outline
Chapter 11 the Integral
stands for integration
Serves several different purposes
The Antiderivative
A derivative in reverse
Used to find out the original function from the derivative
Indicate an Antiderivative of a function by a capital
Princeton Outline
Chapter 10 Other Topics in Differential Calculus (only part)
The derivative of an inverse function
When asked for the derivative of at , take the reciprocal of the derivative of at ,
where
Find the value of of that gives you the value of
Hoang
Vinh Hoang
Mrs. Fenwick
Calculus
PD 1
28 December 2013
Princeton Outline
(Note: see written work for examples and rules)
Chapter 1 Limits
A limit is the value of a function which it approaches as the variable within that function
gets nearer to a pa
Maria Rodriguez
Ms. Fenwick
Due: 3/31/2014
Population: In a statistical study, the population is the entire group of
individuals about which we want information
Experiment: Deliberately imposes some treatment on individuals to measure their responses.
Blo
Maria Rodriguez
Ms. Fenwick
Due: 3/31/2014
Ap Amsco chapter 3
3.1 Patterns in scatterplots
o
Relationships
o
Center, spread ect.
o
Individual Observ. =(x,y) points
Ex:
3.2 Mean and Standard deviation
o
o
Xbar is grand mean of bivariate data
Distribution o
Maria Rodriguez
Ms. Fenwick
Due: 3/31/2014
AP Stat Amsco outline Chapter 2
Statistics
Variable
Actual observ. of variable
Quantitative Data: numerical values (count/measures) Vs. Qualitative Data:
categorical data (verbal descript)
Measurable observ. Char