중학교 수학을 간단하게 만드는 방법 – 벡터
중학교 수학을 위한 이 11일(11) 과정에서는 1. 변환 기하학, 2. 행렬 및 행렬 변환, 3. 벡터, 4. 조사에 대해 자세히 설명하겠습니다.
Brian Birbal
평균 평점:
4.6
수강 후기 수:(24)
무엇이 포함되어 있나요?
11개의 라이브 미팅
수업 11 시간숙제
주당 2-4시간. In order for each student to determine their own level of understanding of the Middle (Junior High) School Math course I will provide free of charge and outside of the sixty (60) minutes class questions to be answered. This of course is optional and solely based on the individual student. I would urge ALL students to answer as many questions as possible so that they would know where they need to improve, but it is optional.학습 평가
Every class will have questions to be answered and graded outside of the sixty (60) minutes class. This questions and answers will be done free of charge, as it will not be part of the sixty (60) minutes class.채점
포함됨보고계신 지문은 자동 번역 되었습니다
수업 소개
영어 수준 - 알 수 없음
미국 7학년 - 9학년 학년
The specific features provided by the documents used in my presentation are as follows:- 1. It acts as a companion to the student who needs to be familiar with the content of each topic and with the skills required to master the content. 2. It presents the material in a well-sequenced and coherent form, so that critical understandings are addressed, while developing a sound foundation. 3. The material has aesthetic appeal through the use of colour, diagrams and graphic displays. This will facilitate all learning styles, especially the visual and multi-sensory learner. 4. There is a wide range of worked examples to guide the students on how a topic is tested at the examination level. These examples vary in terms of content and difficulty level. 5. The examples also provide model solutions, so that students are guided in how to construct proper responses questions. This session will take eleven (11) classes to complete. It will deal with the following:- 1. Class 1, 2 & 3 – Transformation Geometry 2. Class 4, 5 & 6 – Matrices & Matrix Transformation 3. Class 7, 8 & 9 – Vectors 4. Class 10 & 11 – Investigation I will teach each of the eleven (11) classes for forty (40) minutes each and then I will open the class for any questions to be asked. If there are no questions I will continue teaching the class. This class will be presented using a PDF document that I will share via ZOOM (Outschool). I will share the pdf document at the end of the class via Outschool Students should have a basic understanding of Math, but it is not necessary. As an Engineer I will explain Math in a VERY SIMPLE manner that each student will be able to learn Math from 0% to 100%.
학습 목표
This session will take eleven (11) classes to complete. It will deal with the following:-
1. Class 1, 2 & 3 – Transformation Geometry
2. Class 4, 5 & 6 – Matrices & Matrix Transformation
3. Class 7, 8 & 9 – Vectors
4. Class 10 & 11 – Investigation
1. Transformation Geometry
a. Transformations
b. Translation
c. Translation on the Cartesian plane
d. properties of translations
e. Reflection
f. Reflection on the Cartesian plane
g. properties of reflection
h. Rotation
i. Rotation on the Cartesian plane
j. rotational symmetry
k. properties of rotation
l. Dilation or enlargement
m. Enlargement and reduction
n. enlargement on the Cartesian plane
o. properties of enlargement
2. Matrices and Matrix Transformation
a. Matrices
b. Rows and columns
c. order of a matrix
d. row matrices
e. column matrices
f. square matrices
g. the position of elements in a matrix
h. diagonal elements
i. diagonal matrices
j. zero matrix
k. operations on matrices
l. scalar
m. multiplication
n. equal matrices
o. the identity or unit matrix
p. matrix multiplication
q. commutative property,
r. identity elements and inverses – matrices
s. inverse of a matrix
t. property of the inverse
u. using matrices to solve a pair of simultaneous equations, using matrices to solve word problems
v. Matrix transformations
w. Matrices for translation
x. deriving matrices for transformations
y. matrices for reflection
z. matrices for rotation
aa. matrix for dilation (enlargement)
bb. matrices for combined transformations
3. Vectors
a. Vector and scalar quantities
b. Vector notation
c. parallel and equal vectors
d. adding parallel vectors
e. adding non-parallel vectors
f. vectors
g. on the Cartesian plane
h. position vectors
i. unit vectors
j. the modulus of a vector
k. the direction of a vector,
l. adding of vectors – unit vector notation
m. unit vectors that are not parallel to the x and y axes
n. proofs in vectors
4. Investigations
a. Patterns in Mathematics
b. Continuing a pattern
그 외 세부 사항
학부모 가이드
None.
수업 자료
None
수업 진행 언어
영어
리뷰
실시간 그룹 수업
매주
US$15
또는 11 회 수업에US$16511주 동안 주당 1회
60분
1 명의 학생이 수업을 완료함
실시간 화상 수업
연령: 13-15
수업당 학습자 3-12 명
