Draw the graph of $x=-5$.

Important Questions on Coordinate System and Graphs

EASY

8th ICSE

IMPORTANT

ICSE Skills In Mathematics>Chapter 21 - Coordinate System and Graphs>EXERCISE 21(C)>Q 1

Solve the pair of linear equations graphically: $x + 2y = 5 ; 2x - 3y = 3$.

EASY

8th ICSE

IMPORTANT

ICSE Skills In Mathematics>Chapter 21 - Coordinate System and Graphs>EXERCISE 21(C)>Q 2

Solve the pair of linear equations graphically: $3x - 2y = 1 ; 2x + y = - 4$.

EASY

8th ICSE

IMPORTANT

ICSE Skills In Mathematics>Chapter 21 - Coordinate System and Graphs>EXERCISE 21(C)>Q 3

Solve the pair of linear equations graphically: $4x + 3y + 7 = 0 ; 2x + y + 1 = 0$.

EASY

8th ICSE

IMPORTANT

ICSE Skills In Mathematics>Chapter 21 - Coordinate System and Graphs>EXERCISE 21(C)>Q 4

Solve the pair of linear equations: $x + 2y = 2; 3y + 2x = 2$ graphically.

EASY

8th ICSE

IMPORTANT

ICSE Skills In Mathematics>Chapter 21 - Coordinate System and Graphs>EXERCISE 21(C)>Q 5

Solve the pair of linear equations: $\frac{x}{3}-\frac{y}{2}=2; \frac{x}{5}-\frac{y}{2}=1\frac{3}{5}$ graphically.

MEDIUM

8th ICSE

IMPORTANT

ICSE Skills In Mathematics>Chapter 21 - Coordinate System and Graphs>EXERCISE 21(C)>Q 6

Draw the graphs of $x + 2y = 0, y - x = 3$ and $2x + 5y = 1$, show that they are concurrent.  

EASY

8th ICSE

IMPORTANT

ICSE Skills In Mathematics>Chapter 21 - Coordinate System and Graphs>CONCEPT REVISION TEST-21>Q 2

In the equation of a line, when the constant term is absent, then the line passes through _____.

EASY

8th ICSE

IMPORTANT

ICSE Skills In Mathematics>Chapter 21 - Coordinate System and Graphs>CONCEPT REVISION TEST-21>Q 2

The solution for the lines $x + y = 2$ and $x = y$ is _____.