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대수학 2 색슨: 수학적 숙달로 가는 길(2학기 수업 60-122)

이 과정은 Saxon Algebra 2의 세계를 더욱 깊이 파고듭니다. 학기가 끝날 무렵, 학생들은 더 높은 수준의 수학을 다루고 대수 기술을 실제 세계의 과제에 적용할 준비가 잘 됩니다.
Ms. Elizondo, M.S. & M.Ed. in Mathematics
평균 평점:
5.0
수강 후기 수:
(16)
수업

무엇이 포함되어 있나요?

30개의 라이브 미팅
수업 27 시간 30 분 시간
숙제
주당 2-4시간. This class is a non-graded course. Student is highly encouraged to complete the Practice and Problem set at the end of each lesson to continue their learning. Student and Parent should have access to the Solutions Manual to check the student's work.
학습 평가
Once again, this class is a non-graded course. Parent is highly encouraged to acquire the Testing Book and have student complete Tests every four weeks to check for understanding. Testing Book contains step-by-step solutions. This will give parents the opportunity to monitor progress of their learners.
보고계신 지문은 자동 번역 되었습니다

수업 소개

영어 수준 - 알 수 없음
미국 9학년 - 11학년 학년
The Saxon approach, known for its incremental development, will help students gain confidence through constant practice and review, building a robust understanding of algebraic principles. By the end of the semester, students will be well-prepared to tackle higher-level mathematics and apply their algebraic skills to real-world challenges.

•	The goal is to cover 3 - 4 lessons each week. 
•	Students should have acquired the textbook to use in class.
•	Since classes are recorded, I will not be able to show the textbook 
        or question on camera. 
•	Questions will be read with the textbook off camera, only work 
        will be recorded.
•	This means when students return to view the recording, if needed, 
        they will need the textbook again to read the question. 
•	We will evaluate understanding by playing Kahoot! about every three 
        weeks.

Class Breakdown: 
•	Direct Instruction: Class will begin with a new lesson if a Kahoot! is 
        not scheduled.
•	Guided Practice: If a second example in the same lesson is like the first, 
        time will be given to the students (about 5-7 minutes) for them to solve 
        it and asked to volunteer their solution. 
•	Closing Minutes: 5-7 minutes at end of class to allow students to ask 
        questions they may still have. 

Students’ expectations:
•	I will open the classroom 5 minutes before class starts, students are 
        expected to arrive to class on time. 
•	Camera is expected to be turned on when they enter the classroom to 
        verify learners but can be turned off after the first 3 minutes if learner 
        feels more comfortable. 
•	Students are expected to participate throughout the full class time by 
        answering questions in the chat.
•	Students are expected to ask questions if a particular explanation needs 
        further clarification. 
•	This class is a non-graded course, but students are highly encouraged to 
        complete the Practice and Problem Set at the end of each lesson to 
        continue their learning.
•	In addition, students are also encouraged to complete Tests from the 
        Testing Book every four weeks to check for understanding. 
•	For this reason, we will leave 5-7 minutes at the end of each class for 
        students to ask any questions they may have.

Differentiated Instruction: 
•	Visual Learners: diagrams, graphs, and technology, such as graphing 
        calculators
•	Auditory Learners: reading of math problem, verbal/chat explanations
•	Kinesthetic Learners: use of a game-based learning platform, Kahoot!
•	Advanced Learners: challenged to complete every available test in 
        the testing book
•	Struggling Learners: follow along with the solutions manual the Practice 
        and Problem Set until you feel confident, then challenge yourself by 
        completing them again without accessing the solutions manual. 

Learners can join the class any week. 
See syllabus for more details about weekly lessons.

학습 목표

With a focus on practical applications and problem-solving skills, students will engage with more advanced topics, including complex numbers, quadratics, vectors, radical expressions and equations, systems of two and three variables, and inequalities
Emphasis will also be placed on mastering the techniques for solving and graphing these complex functions.
학습 목표

강의 계획서

커리큘럼
Saxon Math 커리큘럼 기반
30 레슨
15 주 이상
레슨1:
Introduction
 Introductions and Class Orientation 
55 분 온라인 라이브 레슨
레슨2:
Lessons 60-62
 Lesson 60: Direct and Inverse Variation
Lesson 62: Complex Roots of Quadratic Equations 
55 분 온라인 라이브 레슨
레슨3:
Lessons 63-64
 Lesson 63: Addition of Vectors
Lesson 64: Complex Fractions, Complex Numbers 
55 분 온라인 라이브 레슨
레슨4:
Lessons 65-66
 Lesson 65: Advanced Substitution
Lesson 66: Signs of Fractions, 30°-60°-90° Triangles 
55 분 온라인 라이브 레슨

그 외 세부 사항

사전 요구 사항
Student is encouraged to have successfully completed the first semester as this class builds on previous knowledge. Review of prerequisites will be embedded into the class when possible.
수업 자료
Required:
1) Saxon Algebra 2: An Incremental Development, Third Edition
2) pencil, paper, calculator 

Optional: 
1) Saxon Algebra 2: Solutions Manual
2) Saxon Algebra 2: Homeschool Testing Book
수업 진행 언어
영어
Outschool 외 필요 앱/웹사이트
이 수업에서는 아웃스쿨 교실 외에도 다음의 툴을 사용합니다:
출처
Algebra 2: An Incremental Development, Third Edition
가입일: February, 2022
5.0
16수강 후기
프로필
교사 전문성 및 자격증
텍사스 교직증명서 수학에
I am a certified teacher with 15 years of experience as a brick and mortar High School Math Teacher, 6 years as a Mathematics College Instructor and, for the past three years, an Online High School Mathematics Teacher teaching Algebra 2 Saxon, Algebra 2 AoPS and Precalculus AoPS. I have a Masters in Mathematics Science and a second Masters in Mathematics Education.

리뷰

실시간 그룹 수업
공유
매주

US$36

15주 동안 주당 2회
55분

실시간 화상 수업
연령: 13-17
수업당 학습자 4-10 명

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