MCQ on Pair of Linear Equations in Two Variables (Part 2) – Class 10 Mathematics – Chapter 3 (NCERT)

This is the Part 2 of MCQ (Multiple Choice Questions) on Pair of Linear Equations in Two variables. This page contains MCQ related to Graphical Method of Solution of a Pair of Linear Equations in Two Variables which is a part of Chapter 3 of Class 10 Mathematics (NCERT).

DescriptionMCQ on Pair of Linear Equations in Two Variables
Part2
SubjectMathsmatics
TopicGraphical Method of Solution of a Pair of Linear Equation in Two Variables
Class10
Chapter3

This page contains 23 Multiple Choice Questions (MCQ). For each question, there are four options and out of this four options only one option is correct. After attempting all the questions, click on the submit button. Results, Score and Correct answers with explanation will appear after submitting the MCQ.

MCQ on Pair of Linear Equation in Two Variables (Part 2)- Basics -  Class 10 Mathematics - Chapter 3 (NCERT)

1. 
The lines representing the following pair of linear equations are

\[6x-3y+10=0\]
\[2x-y+9=0\]

2. 
If the two lines made by a pair of linear equations in two variables are coincident, there is

3. 
A pair of linear equations that has infinitely many distinct common solutions is called

4. 
If the two lines made by the pair of linear equations in two variables are parallel, then

5. 
The following pair of linear equations are

\[\frac{3}{2}x+\frac{5}{3}y=7\]
\[9x-10y=14\]

6. 
A pair of linear equations that has no solution is called

7. 
The following pair of linear equations are

\[3x+2y=5\]
\[2x-3y=7\]

8. 
If the two lines made by the pair of linear equations in two variables are coincident, then

9. 
If every point of the two lines made by a pair of linear equation in two variables is common, then there is

10. 
The lines representing the following pair of linear equations are

\[9x+3y+12=0\]
\[18x+6y+24=0\]

11. 
The following pair of linear equations is

\[x+3y=6\]
\[2x-3y=12\]

12. 
The following pair of linear equations are

\[\frac{4}{3}x+2y=8\]
\[2x+3y=12\]

13. 
The following pair of linear equations are

\[2x-3y=8\]
\[4x-6y=9\]

14. 
A pair of linear equations that has only one solution is called

15. 
If the two lines made by a pair of linear equations in two variables has only one common point, then there is

16. 
5 pencils and 7 pens together costs ₹50, whereas 7 pencils and 5 pens together costs ₹46. The cost of one pencil and one pen is

17. 
If the two lines made by the pair of linear equations in two variables are intersecting, then

18. 
The following pair of linear equation has

\[5x-8y+1=0\]
\[3x-\frac{24}{5}y+\frac{3}{5}=0\]

19. 
10 students of class X took part in mathematics quiz. The number of girls is 4 more than the number of boys. The number of boys and the girls who took part in the quiz is

20. 
If the two lines made by a pair of linear equations in two variables are parallel to each other, then there is

21. 
The lines representing the following pair of linear equations are

\[5x-4y+8=0\]
\[7x+6y-9=0\]

22. 
The following pair of linear equations are

\[5x-3y=11\]
\[-10x+6y=-22\]

23. 
A dependent pair of linear equation is always


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