Course IIIA Academic Plan

Homework Quizzes & Tests Journals Binders
Grading Policy Classroom Rules Scope and Sequence  

Homework:

There will be a homework assignment given everyday. At times, there will be time in class to complete the assignment. We learn something new everyday, the only way you will understand new material is to practice it yourself by doing your homework.

Homework will either be checked or collected daily where each homework counts for 5 points. If you are absent, you are responsible for turning in all those you missed; otherwise, you forfeit the homework points for those assignments that you miss. Assignments missed due to legal absences must be made up within five days. Assignments missed due to illegal absence cannot be made up.

Homework is KEY in succeeding in this course. Pop quizzes and tests are based on homework assignments so if you should make the crazy choice of copying someone’s work just to get credit, I suggest you study it some so you know what’s going on.

Quizzes and Tests:

A quiz will be given usually half way through a chapter, a test at the end. These usually fall on a Friday, if the week is a full week, then, no homework on the weekend. It does not always happen that way, but we we’ll aim for it. Tests are announced well in advance. Being absent the day before a test does not excuse you from taking it. You will still take the exam. Missed exams must be made up within five days from your return to school. Missed exams due to cutting class is rated a zero and cannot be changed. Making up exams are strictly your responsibility.

Journals:

Writing activities give students the opportunity to communicate mathematically and, in the process, to develop a deeper understanding of the concepts and principles that will be presented in this course. A math journal will be kept throughout the year. The math journal has several purposes. One is for communication; another is for me to evaluate your understanding and how well you can communicate mathematically in writing. Another use of the journal can be to keep track of your progress. Each student will receive a scoring rubric that explains in detail how the journal will be graded. The journal will be collected and graded once per quarter.

Scoring Rubric for Journals

Binders:

Each student is expected to maintain a three ring binder with four sections. The sections are as follows: Journal, Notes, Homework, and Quizzes & Tests. Each student will receive a scoring rubric that explains in detail how the binder will be graded. The binder will be graded once per quarter.

Scoring Rubric for Binders

Grading:

Each quarter, a student’s grade is represented by a single fraction. The top number (numerator) represents the total number of points the student earned for that marking period. The bottom number (denominator) represents the total points that were possible.

Quizzes: 100 points each

Tests: 100 points each, counts twice, (200 pts)

Homework: 200 points

Pop Quizzes: 5 to 50 points

Journal: 100 points

Binder: 100 points

*Mid Term Exam: 400 points (2 test grades)

**Final Exam: 100 points

* Although the midterm grade may be listed separate on the report card, in actuality, it is included in the 2nd Quarter average.

**Final Grade for the course is calculated by finding the average of 5 grades, the four marking periods plus the final exam.

There will also be extra credit assignments which will require a little more time and patience, but will be worth the effort.

Classroom Rules

In order to insure the best possible learning environment for all students in my class, I have developed a classroom plan. The following guidelines were carefully selected to ensure a comfortable, and productive educational climate, in which all my students may achieve their potential.

1. Come to class on time and prepared, homework, binder, textbook, pen/pencil, and scientific calculator.

2. Follow directions the first time they are given.

3. Raise your hand; please do not call out answers.

4. Follow proper classroom etiquette, keep inappropriate comments to your self, and show respect for others.

I will reinforce appropriate behavior continuously throughout the year with:

1. Written progress reports to you and your parent(s).

2. Nights of no homework (we will aim for week-ends).

3. Extra time at the end of class as free time.

If you choose to break a rule:

1st time: I will give you a warning.

2nd time: You have chosen a detention to be served the following day.

3rd time: You have chosen for your parents to come to school for a Student-Parent-Teacher conference and you will serve an additional detention.

Tardiness to class: A detention will be assigned to any student who is late coming to class twice in one week. More than two times in one week will result in a parent conference and additional detentions.

Severe disruption: You will be sent to the office immediately.

 

 

Scope and Sequence

 -Here is a list of topics that will be covered and the order that they will be presented

Real Numbers

Review of properties of numbers

Solving linear equations

Solving and graphing linear inequalities

Solving and graphing compound inequalities

Solving and graphing absolute value equations and inequalities

 

Quadratic Equations

Laws of exponents

Operations with polynomials

Factoring polynomials

Solving quadratic equations

Division of polynomials

Multiplication and division of rational expressions

Addition and subtraction of rational expressions

Complex fractions

Solving fractional equations

Solving and graphing quadratic inequalities

 

Radicals and Complex Numbers

Simplifying radical expressions

Multiplying and dividing radical expressions

Radical equations

The imaginary unit and Complex numbers

Complex conjugates and division

Quadratic equations and the discriminant

The sum and product of the roots

 

Functions

Definition of a relation and function

The graph of a function

Properties of functions

Composition of functions

Inverses

 

Midterm Exam

Transformations

 Line reflections

Line symmetry

Properties of line reflections

Composition of line reflections

Translations

Rotations

Other symmetries

Dilations

 

Geometry of the Circle

 Basic definitions and relationships

Inscribed angles

Angles formed by tangents and chords

Angles with vertices inside or outside the circle

Chords of circles

Lengths of tangents and secants

Circumference and area

 

Exponents and Logarithms

Rational exponents

Exponential functions

Logarithms

Properties of logarithms

Exponential and logarithmic equations

 

Probability

Basic concepts

Multistage events

Independent and dependent events

Permutations and combinations

Bernoulli experiments

The binomial theorem

 

Statistics

The relationship between probability and statistics

The mean and summation notation

Frequency tables

Measures of central tendency

Measures of dispersion

Normal distribution

 

Review

Final Exam

 

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