Pair of Linear Equations in Two Variables
Each subtopic includes About section, revision page link, 10 preview questions, and practice CTAs.
Graphical Method of Solution
SubtopicGraphical Method of Solution under Pair of Linear Equations in Two Variables for Grade 10 CBSE.
Preview questions (no answers)
- 1.
Any point of the form where must lie on the line:
A.B.C.D. - 2.
The lines represented by and are:
A.Parallel
B.Intersecting
C.Coincident
D.Perpendicular
- 3.
The system of equations and is graphically represented by:
A.Intersecting lines
B.Parallel lines
C.Coincident lines
D.None of these
Download the worksheet for Pair of Linear Equations in Two Variables - Graphical Method of Solution to practice offline. It includes additional chapter-level practice questions.
Algebraic Methods of Solution (Substitution and Elimination)
SubtopicAlgebraic Methods of Solution (Substitution and Elimination) under Pair of Linear Equations in Two Variables for Grade 10 CBSE.
Preview questions (no answers)
- 1.
Solve the system and .
A.(2, 4)
B.(4, 2)
C.(3, 3)
D.(6, 0)
- 2.
If and , the value of is:
A.2
B.4
C.6
D.8
- 3.
Solve the pair and using elimination.
A.B.C.D.
Download the worksheet for Pair of Linear Equations in Two Variables - Algebraic Methods of Solution (Substitution and Elimination) to practice offline. It includes additional chapter-level practice questions.
Consistency and Inconsistency of Solutions
SubtopicConsistency and Inconsistency of Solutions under Pair of Linear Equations in Two Variables for Grade 10 CBSE.
Preview questions (no answers)
- 1.
The graph of is a line:
A.Parallel to the -axis
B.Parallel to the -axis
C.Passing through origin
D.None of these
- 2.
If the pair of equations and have no solution, find .
A.B.C.D. - 3.
The lines and are:
A.Parallel to each other
B.Coincident
C.Perpendicular to each other
D.None of these
Download the worksheet for Pair of Linear Equations in Two Variables - Consistency and Inconsistency of Solutions to practice offline. It includes additional chapter-level practice questions.