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Algebraic Solution of Linear Inequalities in One Variable
एक चर वाले रैखिक असमिकरणों का बीजगणितीय हल
In Class 11 Mathematics, under the chapter Linear Inequalities, Algebraic Solution of Linear Inequalities in One Variable teaches students to solve inequalities by applying equivalent operations to both sides. Students determine solution sets for expressions involving addition, subtraction, multiplication and division, note when an inequality sign reverses, and express answers using suitable number sets or intervals.
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Medium · Level 8 · interval-notation,inequalities,open-interval,real-numbers,Algebraic Solution of Linear Inequalities in One Variable,Linear Inequalities,Mathematics,Class 12 MCQView options
(2, 7)
[2, 7]
[2, 7)
(2, 7]
Question 1MediumLevel 8
How is the inequality 2 < x < 7 written in interval form?
Correct answer: A
The inequality 2 < x < 7 means that x is greater than 2 and less than 7. Neither endpoint is included because both inequalities are strict. In interval notation, an excluded endpoint is shown with a round bracket. Therefore, the correct interval is (2, 7), called an open interval.
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