•                                                                                    Geometry

                                                                            Syllabus 2020-2021

                                                                                   Coach Flowers








    Welcome to the 2020-2021 school year!  I am Coach Flowers and I look forward to teaching you this year.  I attended Georgia Southern University where I received a B.A in General Studies and received my Secondary Mathematics Teaching Certificate through the Oconee RESA T.A.P.P. Program.  I am certified to teach grades 6-12 mathematics in Georgia.  This is my fifth year teaching. In order for us to have a successful year, you should consider the following information


    Resources:  Houghton Mifflin Harcourt Geometry Textbook, the GaDOE Frameworks for Geometry, and host of online resources including but not limited to the following: Canvas, IXL, USA test prep, delta math, Ed puzzle, and Math XL.


    Course Description and Goals:  Geometry is the third course in a sequence of three high school courses designed to ensure career and college readiness. The course embodies a discrete study of geometry analyzed by means of algebraic operations with correlated probability/statistics applications and a bridge to the third course through algebraic topics.  Developing an understanding of the attributes and relationships of geometric objects can be applied in diverse contexts—interpreting a schematic drawing, estimating the amount of wood needed to frame a sloping roof, rendering computer graphics, or designing a sewing pattern for the most efficient use of material.


    Instruction:   A typical day of instruction will for F2F students will begin with an opener consisting of a few problems to check for prior understanding or to extend learning opportunities.  Next, homework will be checked and/or collected. This will be followed by work and instruction which may include problem-solving, questioning, real-world connection tasks, and/or small group projects.  A “ticket-out” problem or summarizing activity will sometimes conclude the lesson.


    Learn from home students will receive one synchronous (live) session per week. The specific day depends on your class period. Students will be expected to participate and complete assignments asynchronously (on your own) for the remainder of the week.




    Materials:  You will need (1) composition notebook, (1) three ring binder, notebook paper, graph paper, and pencils.  A TI-30XIIs (or better) calculator is recommended.


     Grading: the following weights and categories will be used:

    Assessments/projects/task 40%

    Quizzes/specific computer assignments 35%

    Classwork/homework/discussions 25%


    Important Information

    •  Face to face tutoring will be held on Tuesday of each week. Students should check the information board for additional dates.
    • Students may request a live one on one tutoring session through FEV Tutor, our online tutoring system 24/7.
    • My "office hours" will be the same as school hours. During your child's class period, I will be available to meet virtually specifically for that class period. If it is not your child's class period, it may take me a few minutes or so to respond because I may be physically teaching or helping another student. Please be patient. 
    • The best way to contact me is by email; however, please know that if it is not within school hours, I may not answer until the next school day.
    • A quiz or test will be given each week. If absent students should be prepared to take the quiz or test upon returning.





    • Be Ready (in seat when the bell rings or online when class starts)
    • Be Responsible (have appropriate materials for class, remain on task, and ask questions).
    • Be Respectful of yourself, the teacher and other students.
    • Be a star (Student Taking Academic Responsibility)


    Parent/Guardian Responsibilities for learn from home students:


    • Commit to providing learning support for children in this environment. Last year’s LFH model was a stop-gap measure; this year LFH will be much more rigorous, including new learning. 
      • Familiarize yourself with your child’s courses.
      • Support your student by developing a quiet space and a schedule that is conducive to digital learning.
      • Monitor the completion of assignments on a daily basis and encourage your student to ask for assistance when needed.
      • Ensure the student is learning the content.
      • Help the student navigate through the course. 
        • It is important for the parent to ensure their child is completing his/her own work so teachers know how to provide additional support.
        • Parents of middle and high school-aged students should expect the students to be more independent learners.
    • Follow the rules for how long children may be left unattended (set forth by the Georgia Department of Family and Child Services)
      • Children eight years or younger should not be left alone;
      • Children between the ages of nine years and twelve years, based on level of maturity, may be left alone for brief (less than two hours) periods of time; 
      • Children thirteen years and older, who are at an adequate level of maturity, may be left alone for up to twelve hours; and
      • It may not be advisable to leave an older child who has a special condition or disability alone.
    • Communicate regularly with the LFH teacher to ensure success in this learning environment. 
      • Failure to participate in required LFH sessions and/or complete assignments may result in course/grade level failure and/or the student considered truant.
      • Primary contact method will be by email and the teacher will call when appropriate.
      • Parents will receive class notifications through Infinite Campus, Google Classroom, and by email.
    • Parents may report concerns to the teacher first, then to the administrator of their child’s zoned school. 
    • Teachers will
      • Post announcements in canvas, Student and Parent Campus Portal, and/or on their website.
      • Allow for discussions through remind, email, and phone calls.
      • Allow for parent-student/teacher conferences upon request (teacher, student, or parent).





      Syllabus Parent Signature Form

    Please detach and return


    Student: _____________________________________________ (please print)  ______________________________________________ (signature)


    Parent: ______________________________________________ (please print)  ______________________________________________ (signature)


    Contact Information:  _____________________________________ (day phone) ___________________________________ (evening phone)


    Email: ________________________________________________________________________________(I prefer this form of contact)








    Georgia Standards of Excellence:


    Unit 1: Transformations in the Coordinate Plane

    Students will perform transformations in the coordinate plane, describe a sequence of transformations that will map one figure onto another, and describe transformations that will map a figure onto itself. Students will compare transformations that preserve distance and angle to those that do not.


    Unit 2: Similarity, Congruence, and Proofs

    Students will identify criteria for similarity and congruence of triangles, develop facility with geometric proofs, and use the concepts of similarity and congruence to prove theorems involving lines, angles, triangles, and other polygons.


    Unit 3: Right Triangle Trigonometry  

    Students will apply similarity, the Pythagorean Theorem, and the relationship between sine and cosine to understand right triangle trigonometry.


    Unit 4: Circles and Volume

    Students will understand and apply theorems about circles, find arc lengths and areas of sectors of circles. Students will develop and explain formulas related to circles and the volume of solid figures and use the formulas to solve problems.


    Unit 5: Geometric and Algebraic Connections

    Students will use the concepts of distance, midpoint, and slope to verify algebraically geometric relationships of figures in the coordinate plane. Students will solve problems involving parallel and perpendicular lines, perimeters and areas of polygons, and the partitioning of a segment in a given ratio.


    Unit 6: Applications of Probability

    Students will understand independent probability, conditional probability, and use them to interpret data.