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In this Class 9 Mathematics topic from Linear Equations in Two Variables, students learn the substitution method for solving a pair of linear equations. They practise rearranging one equation to express one variable in terms of the other, substituting that expression into the second equation, and then finding both unknowns step by step. The topic also develops accuracy in simplifying expressions, checking solutions in the original equations, and understanding how algebra can solve problems involving two related quantities.
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Easy · Level 1 · linear equations,two variables,substitution,algebra,class 9 mathematics,Substitution method,Linear Equations in Two Variables,MathematicsView options
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Question 1EasyLevel 1
In the linear equation 3x + y = 20, if x = 5, then what is y?
Correct answer: B
Given \(3x+y=20\) and \(x=5\), substitute the value of x: \(3(5)+y=20\). Thus, \(15+y=20\). Subtracting 15 from both sides gives \(y=5\). Option 3 is not correct because \(3\times5+3=18\), not 20. Exam tip: After substituting a value, use the same operation on both sides to isolate the remaining variable.
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