Class 9 CBSE Maths | Linear Equations In Two Variables - One Shot | Xylem Class 9 CBSE

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In this one-shot video, we will delve into the world of Linear Equations in Two Variables in Class 9 CBSE Maths. Join us for this live class that aims to provide a comprehensive understanding of this topic.
Linear equations are a fundamental part of mathematics and mastering them is essential for building a strong foundation in algebra. Through this video, we will explore all the key concepts related to linear equations and their applications in two variables.
Our experienced instructor will guide you through step-by-step explanations of the concepts, accompanied by solved examples and practice questions. You will learn how to represent linear equations graphically, how to find their solutions, and how to solve word problems involving linear equations.
Whether you are struggling with this topic or simply looking to solidify your understanding, this one-shot class will equip you with the necessary knowledge and problem-solving skills. Don't miss out on this opportunity to excel in your CBSE Maths exam. Tune in to our live class now!

[sarmila]

Sir, u teach very well ❤ u are my new fav tcr✨

[prytxpe]

Excellent Explanation, Thank you sir it helped me a lot!!😊

[bharathbsunil]

Bharath B Sunil

y with 3x/4.

So,

3x-2y+12=0

3x-2*3x/4 +12=0

3x-2*3x/4 = -12

3x-3x/2= -12

(6x-3x)/2 =-12

3x/2 =-12

x = -12*2/3

x= -8

therefore the point of x is -8

3x-2y+12=0 put x=-8

-24 -2y +12=0

-2y = 12

y= 12/-2

y= -6

Therefore the point on graph is (x, y) = (-8, -6).

[LakshmiS-qtbm]

Sir enikk oru doubt
You said that a and b are not equal to 0
Then how 2x+0y+(-3)

[sanugeogre]

Jesna Achu Jose


x=-8
y=-6
(-8, -6)

[bindhyabalakrishnan]

My name is karthik
I think the answer of the question is (-8, -6)

[fasalfardheen]

I am Fazna Fathima
The point on the graph is (x, y) = ( -8, -6 )