to enroll in courses, follow best educators, interact with the community and track your progress.
Enroll
217
Linear Equations with Two Variables
822 plays

More
In this lesson we will discuss, What are linear equations with two variables, a couple of techniques to solve equations with two variables and some sample problems.

Shubham Agrawal
IIT Roorkee Grad. IIM L |Dropout. SBI PO 2017 Topper and Dropout. Full Time Educator.

U
Home tutor monthly fees sir?
Neetu Rani
10 months ago
??
GP
also one suggesation if possible please add extra questions of your choise after explaining a perticular chapter may be some previous year question and explain it. it whould surely clear understanding basic of a perticular chapter.
GP
very simple to understand. thank you so much. i appriciate your effort. please continue. please add more leson. if possible please cover all topics of bank and csat-2 paper qa in one series lesson if possible. explanation is outstanding.
GP
1. Linear Equations with 2 variables

2. About Me Shubham Agrawal IIT Roorkee 2013 graduate Left job to pursue my passion- Education

3. Linear Equations with 2 variables -> 0 Usually of the form ax + by + c Represents a line in x y plane . .

4. Linear Equations with 2 variables -> . Usually of the form ax + by + c 0 Represents a line in x y plane .For every value of x, there's a corresponding value of y

5. Linear Equations with 2 variables -> If there are 2 equations of the form . 1st Method 2. 2 abb 2 2.

6. Linear Equations with 2 variables -> Q.

7. Linear Equations with 2 variables -> Q. f- 2

8. Linear Equations with 2 variables -> Q. f- TL YL

9. Linear Equations with 2 variables -> If there are 2 equations of the form . a2x + by+20 a2 x 2nd Method Subtract or add one equation with the other to eliminate either x or y

10. Linear Equations with 2 variables -> Q. 41+24-620 tD

11. Linear Equations with 2 variables -> Represents intersection of the two lines in x y plane .

12. Applications -> Q. The sum of the digits of a two digit number is 16. If the number formed by reversing the digits is less than the original number by 18. Find the original number.

13. Applications -> Q. The ratio of the ages of the father and the son at present is 3: 1. Four years earliar, the ratio was 4: 1. What are the present ages of the son and the father?

14. Applications -> Q. The ratio of the ages of the father and the son at present is 3: 1. Four years earliar, the ratio was 4: 1. What are the present ages of the son and the father?

15. Applications -> Q. The ratio of the ages of the father and the son at present is 3: 1. Four years earliar, the ratio was 4: 1. What are the present ages of the son and the father? F- n e)

16. Applications -> Q. The ratio of the ages of the father and the son at present is 3: 1. Four years earliar, the ratio was 4: 1. What are the present ages of the son and the father? YL F- n e)

17. 6 12L2 12