微積分前学期 2 フレックスクラス

Because of the nature of this class, I can provide different start dates.  Please reach out if you would like a different start date.

This is a flex class.  That means that there are no live classes but there will be teacher and student interaction.   Each week, I will post the week’s lessons and assignments in the form of videos, Nearpod Lessons and Desmos lessons depending on the concepts.   Students will submit assignments and participate in a weekly chat on the Outschool platform.  Students will also interact on the Nearpod and Desmos platforms.   I will get to know you as a student through your work and your messages to me as well as your participation in our online discussions.  The purpose of teaching Precalculus in this form is to allow learners more flexibility in their schedule, the subject matter will be as rigorous as other Precalculus classes.  I will also be available to meet by request.

PreCalculus is a rigorous course designed to prepare students for Calculus.   Students must have completed the first semester of this course, Algebra 1, Algebra 2 and Geometry before enrolling.  Algebra 3 and Trigonometry concepts are part of this course.  This course is presented in 2 semesters. Homework will be required but answer keys will be posted. Assessments will be used to track student progress.  Please request a letter grade if required.   It is up to the learner to assess each week if they need additional help.   Students should have a TI -84 Calculator or equivalent and learn to use it.  You can use online calculators if necessary but learning how to use a graphing calculator is a process that takes time. 

Week 1  Vectors
Week 2  Vectors
Week 3  Polar Coordinates
Week 4 Polar Equations
Week 5 Polar Equations
Week 6 Sequences, Series and Sigma
Week 7 Binomial Theorem
Week 8 Functions as infinite series
Week 9  Descriptive Statistics
Week 10 Distributions
Week 11 Central Limit Theorem and Confidence Intervals
Week 12  Hypothesis Testing and Regression
Week 13 Limits
Week 14 Tangent Lines and Derivatives
Week 15 Integration and Fundamental Theorem of Calculus
Week 16 Integration and Fundamental Theorem of Calculus