After going through this course, the students will understand:
Any equation which can be put in the form ax + by + c = 0, where a, b and c are real numbers, and a and b are not both zero, is called a linear equation in two variables.
The highest power of x and y in the equation is 1. The number multiplied to variable is called coefficient.
The geometrical (i.e., graphical) representation of a linear equation in two variables is a straight line.
The solution of a linear equation is not affected when:
(i) the same number is added to (or subtracted from) both the sides of the equation.
(ii) you multiply or divide both the sides of the equation by the same non-zero number.
A linear equation in two variables has infinitely many solutions.
이변수 방정식 마스터하기
이변수 선형 방정식 풀기 기술 향상
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Kandungan Kursus
2 bahagian • 5 kuliah • 01:17:04 jumlah panjangExpressing an equation as a Linear Equation
When the cost of one item is twice the cost of another item, how to write a linear equation in two variables to represent the situation?
How to express an equation as a Linear equation in the form ax+by+c=0 and find out the values of a, b and c.
Linear Equations - finding values of a, b and c
How to rewrite the given equation in the standard form of linear equation in two variables and finding values of coefficients of variables and also c.
Linear Equations: Four solutions
How to write the four solutions for a given linear equation in two variables?
How to find whether a given linear equation in two variables has only one unique solution or only two solutions or infinitely many solutions?
Linear Equation: Checking the given solutions
How to find which is the correct solution out of the given solutions for a linear equation in two variables?
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Mengenai kursus ini
이변수 선형 방정식이란 무엇인가요?
이변수 선형 방정식의 표준 형태는 무엇인가요?
방정식의 양변에 같은 수를 더하거나 빼면 해결책에 영향을 미치나요?
이변수 선형 방정식의 그래픽 표현은 무엇인가요?
한 품목의 비용이 다른 품목의 비용의 두 배일 때, 이변수 선형 방정식을 어떻게 작성할 수 있나요?
방정식을 ax+by+c=0 형태의 선형 방정식으로 표현하고 a, b, c 값을 찾는 방법은 무엇인가요?
주어진 방정식을 이변수 선형 방정식의 표준 형태로 다시 쓰고 변수의 계수 값과 c 값을 찾는 방법은 무엇인가요?
주어진 이변수 선형 방정식에 대한 네 가지 해를 어떻게 작성할 수 있나요?
주어진 이변수 선형 방정식이 단 하나의 고유 해를 가지는지, 두 개의 해를 가지는지, 아니면 무한히 많은 해를 가지는지 어떻게 알 수 있나요?
주어진 이변수 선형 방정식의 해 중 올바른 해를 어떻게 찾을 수 있나요?
한 변수만 있는 선형 방정식을 어떻게 풀 수 있나요?
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