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= 1일차 = | = 1일차 = | ||
== 진행 상황 == | |||
* 일시 : 3월 14일 15시 ~ 17시 | |||
* 진도 : 1.1 ~ 1.10 | |||
== 진행 내용 == | |||
* linear equation | * linear equation | ||
* consist and uniqueness | * consist and uniqueness | ||
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* reduced row echelon form | * reduced row echelon form | ||
* pivot position | * pivot position | ||
* row reduction algorithm - gauss- | * row reduction algorithm - gauss-jordan elimination | ||
* basic and free variable | * basic and free variable | ||
* vector | * vector | ||
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* linear combination | * linear combination | ||
* span | * span | ||
* homogeneous linear system : Ax=0 | |||
* parametric vector form | |||
* non-homogeneous linear system : Ax=b | |||
* linear independence | |||
* linear transformation | |||
* standard matrix | |||
Latest revision as of 00:37, 27 March 2026
1일차
진행 상황
- 일시 : 3월 14일 15시 ~ 17시
- 진도 : 1.1 ~ 1.10
진행 내용
- linear equation
- consist and uniqueness
- coefficient and argument matrix
- echelon form
- reduced row echelon form
- pivot position
- row reduction algorithm - gauss-jordan elimination
- basic and free variable
- vector
- vector equation
- vector in R^n
- linear combination
- span
- homogeneous linear system : Ax=0
- parametric vector form
- non-homogeneous linear system : Ax=b
- linear independence
- linear transformation
- standard matrix