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- INTERMEDIATE ALGEBRA
- Course Syllabus for Algebra I
- Mid-Plains Community College
- FRACTION OF A WHOLE NUMBER
- Systems of Linear Equations
- MATH FIELD DAY
- Course Outline for Finite Mathematics
- Calculus
- Algebra Final Examination
- Math 310 Exam #2
- Review of Trigonometric Functions
- Math 118 Practice test
- Precalculus Review
- Section 12
- Literal Equations
- Calculus Term Definitions
- Math 327A Exercise 2
- Public Key Algorithms II
- Maximizing Triangle Area
- Precalculus I Review for Midterm
- REVIEW OF A FIRST COURSE IN LINEAR ALGEBRA
- Math 6310 Homework 5
- Some Proofs of the Existence of Irrational Numbers
- ALGEBRAIC PROPERTIES OF MATRIX OPERATIONS
- Math 142 - Chapter 2 Lecture Notes
- Math 112 syllabus
- Math 371 Problem Set
- Complex Numbers,Complex Functions and Contour Integrals
- APPLICATIONS OF LINEAR EQUATIONS
- Week 4 Math
- Fractions
- Investigating Liner Equations Using Graphing Calculator
- MATH 23 FINAL EXAM REVIEW
- Algebra 1
- PYTHAGOREAN THEOREM AND DISTANCE FORMULA
- Georgia Performance Standards Framework for Mathematics - Grade 6
- Intermediate Algebra
- Introduction to Fractions
- FACTORINGS OF QUADRATIC FUNCTIONS
- Elementary Algebra Syllabus
- Description of Mathematics
- Integration Review Solutions
- College Algebra - Applications
- A Tip Sheet on GREATEST COMMON FACTOR
- Syllabus for Elementary Algebra
- College Algebra II and Analytic Geometry
- Functions
- BASIC MATHEMATICS
- Quadratic Equations
- Language Arts, Math, Science, Social Studies, Char
- Fractions and Decimals
- ON SOLUTIONS OF LINEAR EQUATIONS
- Math 35 Practice Final
- Solving Equations
- Introduction to Symbolic Computation
- Course Syllabus for Math 935
- Fractions
- Fabulous Fractions
- Archimedean Property and Distribution of Q in R
- Algebra for Calculus
- Math112 Practice Test #2
- College Algebra and Trigonometry
- ALGEBRA 1A TASKS
- Description of Mathematics
- Simplifying Expressions
- Imaginary and Complex Numbers
- Building and Teaching a Math Enhancement
- Math Problems
- Algebra of Matrices Systems of Linear Equations
- Survey of Algebra
- Approximation of irrational numbers
- More about Quadratic Functions
- Long Division
- Algebraic Properties of Matrix Operation
- MATH 101 Intermediate Algebra
- Rational Number Project
- Departmental Syllabus for Finite Mathematics
- WRITTEN HOMEWORK ASSIGNMENT
- Description of Mathematics
- Rationalize Denominators
- Math Proficiency Placement Exam
- linear Equations
- Description of Mathematics & Statistics
- Systems of Linear Equations
- Algebraic Thinking
- Study Sheets - Decimals
- An Overview of Babylonian Mathematics
- Mathematics 115 - College Algebra
- Complex Numbers,Complex Functions and Contour Integrals
- Growing Circles
- Algebra II Course Curriculum
- The Natural Logarithmic Function: Integration
- Rational Expressions
- QUANTITATIVE METHODS
- Basic Facts about Rational Funct
- Statistics
- MAT 1033 FINAL WORKSHOP REVIEW
- Measurements Significant figures
- Pre-Calculus 1
- Compositions and Inverses of Functions

# Statistics

The course covers altogether 116 topic areas (including 19 mathematical
readiness topics that you should ideally know

from high school). Thus, you will learn 97 new topics. The topics, as well as
the target dates of intermediate objectives,

are listed below. Additional assignments and exam dates are also listed below.

**•Mathematical readiness (19 topic areas, to be completed by January 22)**

** •Arithmetic readiness (10 topic areas)**

Order of operations: Problem type 1

Order of operations: Problem type 2

Decimal place value

Rounding decimals

Converting between percentages and decimals

Percentage of a whole number

Writing a ratio as a percentage

Converting a percentage to a fraction

Converting a fraction to a percentage

Summation of indexed data

** •Algebra readiness (9 topic areas)**

Solving a linear equation: Problem type 1

Solving a linear equation with several occurrences of the variable: Problem type
1

Solving a linear equation with several occurrences of the variable: Problem type
3

Y-intercept of a line

X and Y intercepts of a line given the equation in standard form

Writing an equation of a line given the slope and the y-intercept

Graphing a line given the x- and y-intercepts

Graphing a line given its equation in slope-intercept form

Graphing the line through a given point with a given slope

**Please watch the VoD “1. What is Statistics?”**

The material up to this point has a target date of January 22.

**•Descriptive statistics (16 new topic areas, to be
completed by January 29)**

** •**Graphical displays (7 topic areas)

Histograms for grouped data

Frequency polygons for grouped data

Interpreting relative frequency histograms

Cumulative distributions and ogives

Comparing means without calculation

Comparing standard deviations without calculation

Box-and-whisker plots

** •**Descriptive measures (9 topic areas)

Mean, median, and mode: Computations

Weighted mean: Tabular data

Estimating the mean of grouped data

Percentiles

Population standard deviation

Sample standard deviation

Estimating the standard deviation of grouped data

Mean, median, and mode: Comparisons

Transforming the mean and standard deviation of data sets

**Please watch the VoDs “2. Picturing Distributions, 3.
Describing Distributions,”
and “4. Normal Distributions.”**

The material up to this point has a target date of January 29.

**January 30
Quiz 1: Descriptive Statistics.
Quizzes are for review, NOT for grade**

**•Probability (24 new topic areas, to be completed by
February 19)**

** •Counting (6 topic areas)**

Factorial expressions

Combinations

Permutations

Permutations, combinations, and the multiplication principle for counting

Probabilities of draws with replacement

Probabilities of draws without replacement

** •Events and probability (10 topic areas)**

Venn diagrams: Two events

Venn diagrams: Word problems

Outcomes and event probability

Die rolling

Probability of intersection or union: Word problems

Independent events: Basic

Probability of union: Basic

Mutually exclusive events: Two events

Independent events: Two events

The curious die

** •Conditional probability (8 topic areas)**

Calculating relative frequencies in a contingency table

Conditional probability: Basic

Intersection and conditional probability

Conditional probability: Mutually exclusive events

Conditional probability: Independent events

Tree diagrams for conditional probabilities

Law of total probabilities

Bayes' theorem

**Please watch the VoDs “12. Experimental Design, 13.
Blocking and Sampling”
and “15. What is Probability?”**

The material up to this point has a target date of February 19.

**February 20
Quiz 2: Probability.
Quizzes are for review, NOT for grade.**

**February 22
FIRST GRADED ASSESSMENT
Room 289, ID required
Scheduling is by appointment plus first come first served.**

**Grading Scale for First Graded Assessment
(% values are % of the entire semester course materials)**

You master51% or more |
Your receiveA+ |

45% – 50% |
A |

40% – 45% |
B |

35% - 40 % |
C |

30% - 35% |
D |

< 30% |
F |

**•Random variables (9 new topic areas, to be completed
by February 26)**

** •One random variable (7 topic areas)**

Classification of variables and levels of measurement

Discrete versus continuous variables

Discrete probability distribution: Basic

Discrete probability distribution: Word problems

Cumulative distribution function

Expectation and variance of a random variable

Rules for expectation and variance of random variables

** •Two random variables (2 topic areas)**

Marginal distributions of two discrete random variables

Joint distributions of dependent or independent random variables

**Please watch the VoDs “14. Samples and Surveys,” and
“16. Random Variables.”**

The material up to this point has a target date of February 26.

**February 27
Quiz 3: Random Variables
Quizzes are for review, NOT for grade**

**•Distributions (17 new topic areas, to be completed by
March 16)**

** •Fundamental distributions (14 topic areas)**

Binomial problems: Mean and standard deviation

Binomial problems: Basic

Binomial problems: Advanced

Standard normal probabilities

Standard normal values: Basic

Standard normal values: Advanced

Normal versus standard normal density curves

Normal distribution raw scores

Mean and deviation of a normal distribution

Normal distribution: Word problems

t distribution

Chi-square distribution

F distribution

Normal approximation to binomial

** •Central limit theorem (3 topic areas)**

Central limit theorem: Sample mean

Central limit theorem: Sample sum

Central limit theorem: Sample proportion

**Please watch the VoDs “5. Normal Calculations, 17.
Binomial Distributions,” and
“18. The Sample Mean and Control Charts,”**

The material up to this point has a target date of March 16.

**The material up to this point has a target date of
March 16.**

**March 27
Quiz 4: Distributions
Quizzes are for review, NOT for grade**

**•Inferential statistics (18 new topic areas, to be
completed by April 9)**

** •Confidence intervals and estimation (8 topic
areas)**

Selecting a distribution for inferences on the population mean

Confidence interval for the population mean: Use of the standard normal

Choosing an appropriate sample size

Confidence interval for the population mean: Use of the t distribution

Confidence interval for a population proportion

Confidence interval for the difference of population means: Use of the
standard normal

Confidence interval for the difference of population means: Use of the t
distribution

Confidence interval for the difference of population proportions

** •Hypothesis tests (10 topic areas)**

Determining null and alternative hypotheses

Type I and Type II errors

Type I and Type II errors and power

Hypothesis test for the population mean: Z test

Hypothesis test for the population mean: t test

Hypothesis test for a population proportion

Hypothesis test for the difference of population means: Z test

Hypothesis test for the difference of population means: Paired comparisons

Hypothesis test for the difference of population means: t test

Hypothesis test for the difference of population proportions